1. Clicking ▼&► to (un)fold the tree menu may facilitate locating what you want to find. 2. Videos embedded here do not necessarily represent my viewpoints or preferences. 3. This is just one of my several websites. Please click the category-tags below these two lines to go to each independent website.
2016-11-14
How do whales sing? - Stephanie Sardelis
source: TED-Ed 2016年11月10日
View full lesson: http://ed.ted.com/lessons/how-do-whal...
Communicating underwater is challenging. Light and odors don’t travel well, but sound moves about four times faster in water than in air — which means marine mammals often use sounds to communicate. The most famous of these underwater vocalizations is undoubtedly the whale song. Stephanie Sardelis decodes the evocative melodies composed by the world’s largest mammals.
Lesson by Stephanie Sardelis, animation by Boniato Studio.
Philippe Beck. Poetry, between Hegel and Schiller. 2016
source: European Graduate School Video Lectures 2016年11月11日
http://www.egs.edu Philippe Beck, Professor of Poetry at The European Graduate School / EGS. Valetta/Malta. March 24 2016.
Philippe Beck is a contemporary French poet, writer, and philosopher. He is Professor of Poetry at The European Graduate School / EGS and Senior Lecturer of Philosophy at l’Université de Nantes. Interested in the nature of the poetic experience, for Beck, the poetic today lies not only between scientific experience and common sense experience but allows for their communicability. His work traverses poetry, poétologie, prose, and philosophy, as evidenced in his intellectual biography Beck l’impersonage, from 2006, and his latest work, Contre un Boileau, un art poétique, published this year. He has published sixteen books of poetry and was awarded the Grand Prix de Poésie (Grand Poetry Prize) from the French Academy in 2015 in recognition of his poetic oeuvre.
Beck began his advanced studies in literature and philosophy at L’École normale supérieure de Saint-Cloud in 1985. He went on to complete his doctoral studies at L’École des hautes études en sciences sociales under the supervision of Jacques Derrida, receiving his doctorate degree with honors in 1994 with his dissertation entitled Histoire et imagination (History and Imagination).
Beck’s poetry is highly influenced by his philosophical education. Following Derrida’s particular way of writing, many of Beck’s poetic works are conceived as comments on other texts. Often “metatextual” and “intertextual,” Beck’s poetry functions as a kind of palimpsest. They are, as well, often self-reflexive, as in the case of Garde-manche hypocrite (Hypocritical Oversleeve), his first book of poetry published in 1996, and Garde-manche deux (Oversleeve Two), a revised version of the former published in 2003. In Chants populaires (Folk Songs), from 2007, Beck reinvents seventy-two fairytales originally written by the Brothers Grimm. However, he does not simply paraphrase or retell these stories, but rather, in poetic form, offers interpretations and commentaries with the aid of psychoanalysis, sociology, and philosophy.
14th Copper Mountain Conference on Iterative Methods (2016)
# click the upper-left icon to select videos from the playlist
source: NanoBio Node 2016年6月29日
14th Copper Mountain Conference on Iterative Methods
Sampling from Bayesian Inverse Problems with L1-type Priors using Randomize-then-Optimize
Jonathan Bardsley
3/22/2016
Sampling from Bayesian Inverse Problems with L1-type Priors (Jonathan Bardsley) 24:20
Spectrum Slicing in the Context of Computing Many Eigenvalues (Eloy Romero) 23:48
Composing Nonlinear Solvers for Optimization Problems (Alexander Howse) 22:50
Randomized Block Iterative Methods for the Singular Value Decomposition (Cameron Musco) 22:35
A deflated Schur complement method (Sumedh Joshi) 26:19
Applying model reduction to Krylov-subspace recycling (Kevin Carlberg) 24:44
μ -BFBT Preconditioner for Stokes Flow Problems with Strongly Heterogeneous Viscosity (Johann Rudi) 25:10
Matrix-vector-multiplication for solving high dimensional Schrödinger problems (Rainer Hartmann) 24:17
Least-Squares mixed finite elements for elasticity (Fleuriane Bertrand) 20:19
Multigrid Methods for Isogeometric Thin Plate Discretizations (Joseph Benzaken) 23:46
Performance Analysis of Coarse Solvers for Algebraic Multigrid (Sherry Li) 22:05
Fast Iterative Methods for Bayesian Inverse Problems (Arvind Krishna Saibaba) 23:32
Uzawa smoother in multigrid for coupled porous medium and Stokes flow system (Peiyao Luo) 22:05
Joint Full Waveform Inversion and Travel Time Tomography (Eran Treister) 21:57
Nonlinear Multigrid Solver Exploiting AMGe Coarse Spaces (Max la Cour Christensen) 21:50
iFP: Vlasov-Rosenbluth-Fokker-Planck code for ICF capsule implosion simulations (William Taitano) 26:12
Heterogeneous resolution of commute time embedding features in Krylov subspaces (Alex Breuer) 23:53
Fluidity Based Formulation of Nonlinear Stokes Flow for Ice Sheets using FOSLS (Jeffery Allen) 21:34
A Lanczos method for parameter dimension reduction with inverse regression (Andrew Glaws) 15:50
Hypothesis testing for community detection on the stochastic block model (Rich Lehoucq) 26:20
Eigenresidual Tolerances for Spectral Partitioning (James Fairbanks) 24:04
Computing glacier geometry in nonlinear complementarity problem form (Ed Bueler) 19:31
Discretization-Accuracy Convergence for Full Algebraic Multigrid (Wayne Mitchell) 21:44
Scalable space-time balancing domain-decomposition solvers (Santiago Badia) 23:42
Multifidelity Monte Carlo estimation with multiple surrogate models (Benjamin Peherstorfer) 24:43
source: NanoBio Node 2016年6月29日
14th Copper Mountain Conference on Iterative Methods
Sampling from Bayesian Inverse Problems with L1-type Priors using Randomize-then-Optimize
Jonathan Bardsley
3/22/2016
Sampling from Bayesian Inverse Problems with L1-type Priors (Jonathan Bardsley) 24:20
Spectrum Slicing in the Context of Computing Many Eigenvalues (Eloy Romero) 23:48
Composing Nonlinear Solvers for Optimization Problems (Alexander Howse) 22:50
Randomized Block Iterative Methods for the Singular Value Decomposition (Cameron Musco) 22:35
A deflated Schur complement method (Sumedh Joshi) 26:19
Applying model reduction to Krylov-subspace recycling (Kevin Carlberg) 24:44
μ -BFBT Preconditioner for Stokes Flow Problems with Strongly Heterogeneous Viscosity (Johann Rudi) 25:10
Matrix-vector-multiplication for solving high dimensional Schrödinger problems (Rainer Hartmann) 24:17
Least-Squares mixed finite elements for elasticity (Fleuriane Bertrand) 20:19
Multigrid Methods for Isogeometric Thin Plate Discretizations (Joseph Benzaken) 23:46
Performance Analysis of Coarse Solvers for Algebraic Multigrid (Sherry Li) 22:05
Fast Iterative Methods for Bayesian Inverse Problems (Arvind Krishna Saibaba) 23:32
Uzawa smoother in multigrid for coupled porous medium and Stokes flow system (Peiyao Luo) 22:05
Joint Full Waveform Inversion and Travel Time Tomography (Eran Treister) 21:57
Nonlinear Multigrid Solver Exploiting AMGe Coarse Spaces (Max la Cour Christensen) 21:50
iFP: Vlasov-Rosenbluth-Fokker-Planck code for ICF capsule implosion simulations (William Taitano) 26:12
Heterogeneous resolution of commute time embedding features in Krylov subspaces (Alex Breuer) 23:53
Fluidity Based Formulation of Nonlinear Stokes Flow for Ice Sheets using FOSLS (Jeffery Allen) 21:34
A Lanczos method for parameter dimension reduction with inverse regression (Andrew Glaws) 15:50
Hypothesis testing for community detection on the stochastic block model (Rich Lehoucq) 26:20
Eigenresidual Tolerances for Spectral Partitioning (James Fairbanks) 24:04
Computing glacier geometry in nonlinear complementarity problem form (Ed Bueler) 19:31
Discretization-Accuracy Convergence for Full Algebraic Multigrid (Wayne Mitchell) 21:44
Scalable space-time balancing domain-decomposition solvers (Santiago Badia) 23:42
Multifidelity Monte Carlo estimation with multiple surrogate models (Benjamin Peherstorfer) 24:43
Pauli Lectures 2016: On the Role of Scientific Research in Society
source: ETH Zürich 2016年6月1日
The Wolfgang Pauli Lectures 2016 are dedicated to Biology. In this lecture Prof. James E. Rothman, Yale University, New Haven, USA (2013 Nobel Prize in Physiology or Medicine) traces the lines of basic discoveries over the past century that resulted in vast improvements in public health in our time.
Pauli Lectures 2016: On the Sorting of Proteins to Compartmentalize the Cell
source: ETH Zürich 2016年6月1日
The Wolfgang Pauli Lectures 2016 are dedicated to Biology. Prof. James E. Rothman, Yale University, New Haven, USA (2013 Nobel Prize in Physiology or Medicine) is renowned for discovering the molecular machinery responsible for transfer of materials among compartments within cells. In so doing, Rothman provided a unified conceptual framework for understanding such diverse and important processes as the release of insulin into the blood, communication between nerve cells in the brain, and the entry of viruses to infect cells.
Pauli Lectures 2016: The Structural Biochemical Mechanism of Synaptic Neurotransmission in the Brain
source: ETH Zürich 2016年6月2日
The Wolfgang Pauli Lectures 2016 are dedicated to Biology. Prof. James E. Rothman, Yale University, New Haven, USA (2013 Nobel Prize in Physiology or Medicine) is renowned for discovering the molecular machinery responsible for transfer of materials among compartments within cells. In this lecture Rothman gives insight into the communication between nerve cells in the brain.
Julius Sumner Miller - Physics Laboratory Demonstrations
# click the up-left corner to select videos from the playlist
source: Matthew Bryant 2013年7月17日
Lesson 1 - The Idea of the Center of Gravity 14:21
Lesson 2: Newton's First Law of Motion - Inertia 14:46
Lesson 3: Newton's Second Law of Motion - The Elevator Problem 14:24
Lesson 4: Newton's Third Law of Motion - Momentum 14:31
Lesson 5: Energy and Momentum 14:40
Lesson 6: Concerning Falling Bodies & Projectiles 14:08
Lesson 7 - The Simple Pendulum and Other Oscillating Things 14:50
Lesson 8 - Adventures with Bernoulli 14:38
Lesson 9 - Soap Bubbles and Soap Films 14:39
Lesson 10 - Atmospheric Pressure 14:38
Lesson 11 - Centrifugal Force and Other Strange Matters 14:28
Lesson 12 - The Strange Behavior of Rolling Things 14:30
Lesson 13 - Archimedes' Principle 14:22
Lesson 14 - Pascal's Principle - The Properties of Liquids 14:34
Lesson 15 - Levers, Inclines Planes, Geared-wheels and Other Machines 14:29
Lesson 16 - The Ideas of Heat and Temperature 14:05
Lesson 17 - Thermometric Properties and Processes 14:01
Lesson 18 - How to Produce Heat Energy 14:00
Lesson 19 - Thermal Expansion of Stuff - Solids 14:01
Lesson 20 - Thermal Expansion of Stuff - Gases & Liquids 14:01
Lesson 21 - The Strange Thermal Behavior of Ice and Water 14:01
Lesson 22 - Heat Energy Transfer by Conduction 14:19
Lesson 23 - Heat Energy Transfer by Convection 14:28
Lesson 24 - Heat Energy Transfer by Radiation 14:13
Lesson 25 - Evaporation - Boiling - Freezing: A Dramatic Adventure 14:08
Lesson 26 - Miscellaneous Adventures in Heat 14:15
Lesson 27 - The Drama in Real Cold Stuff - Liquid Nitrogen 14:01
Lesson 28 - The Physics of Toys - Mechanical 14:02
Lesson 29 - The Physics of Toys - Acoustic - Thermal 10:35
Lesson 31 - Waves - Kinds of Properties 14:09
Lesson 32 - Sound Waves - Sources of Sound - Pitch and Frequency 14:01
Lesson 33 - Vibrating Bars and Strings - The Phenomenon of Beats 13:58
Lesson 34 - Resonance - Forced Vibrations 14:13
Lesson 35 - Sounding Pipes 13:46
Lesson 36 - Vibrating Rods and Plates 14:04
Lesson 37 - Miscellaneous Adventures in Sound 14:14
Lesson 38 - Electrostatic Phenomena - Foundations of Electricity 14:33
Physics - Electrostatic Toys pt. 1 6:51
Physics - Electrostatic Toys pt. 2 7:58
Lesson 39 - Adventures with Electric Charges 14:04
Lesson 40 - Adventures in Magnetism 14:29
Lesson 41 - Ways to "Produce" Electricity 14:01
Lesson 42 - Properties and Effects of Electric Currents 14:07
Lesson 43 - Adventures in Electromagnetism 13:47
Lesson 44 - Further Adventures in Electromagnetism 14:03
Lesson 45 - Miscellaneous and Wondrous Things in E & M 14:01
source: Matthew Bryant 2013年7月17日
Lesson 1 - The Idea of the Center of Gravity 14:21
Lesson 2: Newton's First Law of Motion - Inertia 14:46
Lesson 3: Newton's Second Law of Motion - The Elevator Problem 14:24
Lesson 4: Newton's Third Law of Motion - Momentum 14:31
Lesson 5: Energy and Momentum 14:40
Lesson 6: Concerning Falling Bodies & Projectiles 14:08
Lesson 7 - The Simple Pendulum and Other Oscillating Things 14:50
Lesson 8 - Adventures with Bernoulli 14:38
Lesson 9 - Soap Bubbles and Soap Films 14:39
Lesson 10 - Atmospheric Pressure 14:38
Lesson 11 - Centrifugal Force and Other Strange Matters 14:28
Lesson 12 - The Strange Behavior of Rolling Things 14:30
Lesson 13 - Archimedes' Principle 14:22
Lesson 14 - Pascal's Principle - The Properties of Liquids 14:34
Lesson 15 - Levers, Inclines Planes, Geared-wheels and Other Machines 14:29
Lesson 16 - The Ideas of Heat and Temperature 14:05
Lesson 17 - Thermometric Properties and Processes 14:01
Lesson 18 - How to Produce Heat Energy 14:00
Lesson 19 - Thermal Expansion of Stuff - Solids 14:01
Lesson 20 - Thermal Expansion of Stuff - Gases & Liquids 14:01
Lesson 21 - The Strange Thermal Behavior of Ice and Water 14:01
Lesson 22 - Heat Energy Transfer by Conduction 14:19
Lesson 23 - Heat Energy Transfer by Convection 14:28
Lesson 24 - Heat Energy Transfer by Radiation 14:13
Lesson 25 - Evaporation - Boiling - Freezing: A Dramatic Adventure 14:08
Lesson 26 - Miscellaneous Adventures in Heat 14:15
Lesson 27 - The Drama in Real Cold Stuff - Liquid Nitrogen 14:01
Lesson 28 - The Physics of Toys - Mechanical 14:02
Lesson 29 - The Physics of Toys - Acoustic - Thermal 10:35
Lesson 31 - Waves - Kinds of Properties 14:09
Lesson 32 - Sound Waves - Sources of Sound - Pitch and Frequency 14:01
Lesson 33 - Vibrating Bars and Strings - The Phenomenon of Beats 13:58
Lesson 34 - Resonance - Forced Vibrations 14:13
Lesson 35 - Sounding Pipes 13:46
Lesson 36 - Vibrating Rods and Plates 14:04
Lesson 37 - Miscellaneous Adventures in Sound 14:14
Lesson 38 - Electrostatic Phenomena - Foundations of Electricity 14:33
Physics - Electrostatic Toys pt. 1 6:51
Physics - Electrostatic Toys pt. 2 7:58
Lesson 39 - Adventures with Electric Charges 14:04
Lesson 40 - Adventures in Magnetism 14:29
Lesson 41 - Ways to "Produce" Electricity 14:01
Lesson 42 - Properties and Effects of Electric Currents 14:07
Lesson 43 - Adventures in Electromagnetism 13:47
Lesson 44 - Further Adventures in Electromagnetism 14:03
Lesson 45 - Miscellaneous and Wondrous Things in E & M 14:01
Computer Architecture (Spring 2013) by Onur Mutlu at Carnegie Mellon University
# click the upper-left icon to select videos from the playlist
source: Carnegie Mellon Computer Architecture 2013年1月17日
Lecturer: Prof. Onur Mutlu (http://users.ece.cmu.edu/~omutlu/)
Course webpage: http://www.ece.cmu.edu/~ece447/s13/do...
Lecture materials: http://www.ece.cmu.edu/~ece447/s13/do...
Lecture 1 - Introduction and Basics Lecture videos from CMU 18-447, Computer Architecture, in Spring 2013. 1:31:29
Lecture 2 - Fundamental Concepts and ISA 1:42:06
Lecture 3 - ISA Tradeoffs 1:43:50
Lecture 4 - More ISA Tradeoffs 1:41:58
Lecture 5 - ISA Wrap-Up, Single-Cycle 1:41:17
Lecture 6 -Multi-Cycle Microarchitecture 1:39:58
Lecture 7 - Microprogramming 1:48:00
Lecture 8 - Pipelining 1:40:44
Lecture 9 - Data Dependence Handling 1:42:31
Lecture 10 - Control Dependence Handling 1:44:05
Lecture 11 - Branch Prediction 1:43:34
Lecture 12 - Predication and Exceptions 1:44:14
Lecture 13 -State Maintenance & Recovery 1:23:23
Lecture 14 - Out-of-Order Execution 1:48:34
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 16 - Virtual Memory 1 1:06:51
Lecture 17 - Virtual Memory 2 56:20
Lecture 18 - Virtual Memory 3 1:12:19
Lecture 19 - SIMD and GPUs 1:43:24
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Lecture 21 Static Instruction Scheduling 1:50:04
Lecture 22 - Memory Hierarchy 1:45:35
Lecture 23 - Caches - Carnegie Mellon 1:37:44
Lecture 24 - Advanced Caches 1:40:55
Lecture 25 - Main Memory and DRAM Basics 1:35:16
Lecture 26 - Memory Controllers & Scheduling 1:27:58
Lecture 27 - Memory Scheduling 1:37:33
Lecture 28 - Runahead Execution 1:37:31
Lecture 29 - Prefetching 1:38:00
Lecture 30A - Advanced Prefetching 1:45:53
Lecture 30B - Multiprocessors 1:46:26
Lecture 31 - Consistency & Coherence 1:45:49
Lecture 32 - Interconnects 1:41:47
Lecture 33 - Heterogeneous Multi-Core 1:43:22
Lecture 34 - Emerging Memory Tech 1:34:54
source: Carnegie Mellon Computer Architecture 2013年1月17日
Lecturer: Prof. Onur Mutlu (http://users.ece.cmu.edu/~omutlu/)
Course webpage: http://www.ece.cmu.edu/~ece447/s13/do...
Lecture materials: http://www.ece.cmu.edu/~ece447/s13/do...
Lecture 1 - Introduction and Basics Lecture videos from CMU 18-447, Computer Architecture, in Spring 2013. 1:31:29
Lecture 2 - Fundamental Concepts and ISA 1:42:06
Lecture 3 - ISA Tradeoffs 1:43:50
Lecture 4 - More ISA Tradeoffs 1:41:58
Lecture 5 - ISA Wrap-Up, Single-Cycle 1:41:17
Lecture 6 -Multi-Cycle Microarchitecture 1:39:58
Lecture 7 - Microprogramming 1:48:00
Lecture 8 - Pipelining 1:40:44
Lecture 9 - Data Dependence Handling 1:42:31
Lecture 10 - Control Dependence Handling 1:44:05
Lecture 11 - Branch Prediction 1:43:34
Lecture 12 - Predication and Exceptions 1:44:14
Lecture 13 -State Maintenance & Recovery 1:23:23
Lecture 14 - Out-of-Order Execution 1:48:34
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 16 - Virtual Memory 1 1:06:51
Lecture 17 - Virtual Memory 2 56:20
Lecture 18 - Virtual Memory 3 1:12:19
Lecture 19 - SIMD and GPUs 1:43:24
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Lecture 21 Static Instruction Scheduling 1:50:04
Lecture 22 - Memory Hierarchy 1:45:35
Lecture 23 - Caches - Carnegie Mellon 1:37:44
Lecture 24 - Advanced Caches 1:40:55
Lecture 25 - Main Memory and DRAM Basics 1:35:16
Lecture 26 - Memory Controllers & Scheduling 1:27:58
Lecture 27 - Memory Scheduling 1:37:33
Lecture 28 - Runahead Execution 1:37:31
Lecture 29 - Prefetching 1:38:00
Lecture 30A - Advanced Prefetching 1:45:53
Lecture 30B - Multiprocessors 1:46:26
Lecture 31 - Consistency & Coherence 1:45:49
Lecture 32 - Interconnects 1:41:47
Lecture 33 - Heterogeneous Multi-Core 1:43:22
Lecture 34 - Emerging Memory Tech 1:34:54
Computer Architecture (Fall 2013) by Onur Mutlu at Carnegie Mellon University
# click the upper-left icon to select videos from the playlist
source: Carnegie Mellon Computer Architecture 2013年8月31日
Fall 2013 - 740 Computer Architecture - Carnegie Mellon
Lecturer: Prof. Onur Mutlu (http://users.ece.cmu.edu/~omutlu/)
Course webpage: http://www.ece.cmu.edu/~ece740/f13/do...
Module materials: http://www.ece.cmu.edu/~ece740/f13/do...
Module 0.1 - Introduction 42:33
Module 0.2 - Grading and Policies 4:45
Module 0.3 - Paper Reviews 9:14
Module 0.4 - First Assignments 10:54
Module 0.5 - Project Proposal 27:02
Module 1.1 - Parallel Basics 1:13:08
Module 1.2 - Task Assignment 46:11
Module 1.3 - Multi Core Why 1:26:22
Module 1.4 - Multi Core Evolution 1:34:40
Module 2.1 - Asymmetry 2:04:41
Lecture 3 - Programming Models 1:18:11
Module 2.3 - Memory Consistency 1:26:59
Module 2.4 - Cache Coherence 2:08:45
Module 2.5 - Speculation (1 of 4) 31:50
Module 2.5 - Speculation (2 of 4) 1:19:46
Module 2.5 - Speculation (3 of 4) 20:17
Module 2.5 - Speculation (4 of 4) 1:14:45
Lecture 16 - Virtual Memory 1 1:06:51
Lecture 17 - Virtual Memory 2 56:20
Lecture 23 - Caches 1:37:44
Lecture 18 - Virtual Memory 3 1:12:19
Lecture 22 - Memory Hierarchy 1:45:35
Lecture 24 - Advanced Caches 1:40:55
Module 3.4 - Shared Caches (1 of 6) 17:33
Module 3.4 - Shared Caches (2 of 6) 27:28
Module 3.4 - Shared Caches (3 of 6) 31:11
Module 3.4 - Shared Caches (4 of 6) 31:06
Module 3.4 - Shared Caches (5 of 6) 17:09
Module 3.4 - Shared Caches (6 of 6) 43:06
Module 3.5 - Main Memory (1 of 7) 21:21
Module 3.5 - Main Memory (2 of 7) 56:50
Module 3.5 - Main Memory (3 of 7) 24:36
Module 3.5 - Main Memory (4 of 7) 26:06
Module 3.5 - Main Memory (5 of 7) 21:50
Module 3.5 - Main Memory (6 of 7) 24:25
Module 3.5 - Main Memory (7 of 7) 18:22
Module 3.6 - Emerging Mem Tech (1) 34:00
Module 3.6 - Emerging Mem Tech (2) 45:48
Guest Lecture - Self Repairing Arch 1:36:21
Module 3.7 - Mem. Interference (1) 1:22:22
Module 3.7 - Mem. Interference (2) 1:17:15
Onur Mutlu at Bogazici University, "Memory QoS" Lecture 2.3 (part 4) 46:20
Module 4.1 - Interconnects I 1:25:38
Module 4.2 - Interconnects II 1:49:39
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 19 - SIMD and GPUs 1:43:24
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Parallel Computer Architecture 2012- Lec 22 - Dataflow I 1:25:01
Parallel Computer Architecture 2013 - Lec. 23-Dataflow II 54:59
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Parallel Computer Architecture 2013 - Lec 9 - Multithreading 1:35:45
Parallel Computer Architecture 2012 - Lecture 10 - Multithreading II 1:33:10
Parallel Computer Architecture 2013 - Lec 13-Multi-threading II 1:37:14
Parallel Computer Architecture 2013 - Lec 15 - Speculation 1 1:38:31
Lecture 14 - Out-of-Order Execution 1:48:34
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 21 Static Instruction Scheduling 1:50:04
Lecture 11 - Branch Prediction 1:43:34
Lecture 12 - Predication and Exceptions 1:44:14
Lecture 28 - Runahead Execution 1:37:31
source: Carnegie Mellon Computer Architecture 2013年8月31日
Fall 2013 - 740 Computer Architecture - Carnegie Mellon
Lecturer: Prof. Onur Mutlu (http://users.ece.cmu.edu/~omutlu/)
Course webpage: http://www.ece.cmu.edu/~ece740/f13/do...
Module materials: http://www.ece.cmu.edu/~ece740/f13/do...
Module 0.1 - Introduction 42:33
Module 0.2 - Grading and Policies 4:45
Module 0.3 - Paper Reviews 9:14
Module 0.4 - First Assignments 10:54
Module 0.5 - Project Proposal 27:02
Module 1.1 - Parallel Basics 1:13:08
Module 1.2 - Task Assignment 46:11
Module 1.3 - Multi Core Why 1:26:22
Module 1.4 - Multi Core Evolution 1:34:40
Module 2.1 - Asymmetry 2:04:41
Lecture 3 - Programming Models 1:18:11
Module 2.3 - Memory Consistency 1:26:59
Module 2.4 - Cache Coherence 2:08:45
Module 2.5 - Speculation (1 of 4) 31:50
Module 2.5 - Speculation (2 of 4) 1:19:46
Module 2.5 - Speculation (3 of 4) 20:17
Module 2.5 - Speculation (4 of 4) 1:14:45
Lecture 16 - Virtual Memory 1 1:06:51
Lecture 17 - Virtual Memory 2 56:20
Lecture 23 - Caches 1:37:44
Lecture 18 - Virtual Memory 3 1:12:19
Lecture 22 - Memory Hierarchy 1:45:35
Lecture 24 - Advanced Caches 1:40:55
Module 3.4 - Shared Caches (1 of 6) 17:33
Module 3.4 - Shared Caches (2 of 6) 27:28
Module 3.4 - Shared Caches (3 of 6) 31:11
Module 3.4 - Shared Caches (4 of 6) 31:06
Module 3.4 - Shared Caches (5 of 6) 17:09
Module 3.4 - Shared Caches (6 of 6) 43:06
Module 3.5 - Main Memory (1 of 7) 21:21
Module 3.5 - Main Memory (2 of 7) 56:50
Module 3.5 - Main Memory (3 of 7) 24:36
Module 3.5 - Main Memory (4 of 7) 26:06
Module 3.5 - Main Memory (5 of 7) 21:50
Module 3.5 - Main Memory (6 of 7) 24:25
Module 3.5 - Main Memory (7 of 7) 18:22
Module 3.6 - Emerging Mem Tech (1) 34:00
Module 3.6 - Emerging Mem Tech (2) 45:48
Guest Lecture - Self Repairing Arch 1:36:21
Module 3.7 - Mem. Interference (1) 1:22:22
Module 3.7 - Mem. Interference (2) 1:17:15
Onur Mutlu at Bogazici University, "Memory QoS" Lecture 2.3 (part 4) 46:20
Module 4.1 - Interconnects I 1:25:38
Module 4.2 - Interconnects II 1:49:39
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 19 - SIMD and GPUs 1:43:24
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Parallel Computer Architecture 2012- Lec 22 - Dataflow I 1:25:01
Parallel Computer Architecture 2013 - Lec. 23-Dataflow II 54:59
Lecture 20 - GPUs, VLIW, Systolic Arrays 1:46:41
Parallel Computer Architecture 2013 - Lec 9 - Multithreading 1:35:45
Parallel Computer Architecture 2012 - Lecture 10 - Multithreading II 1:33:10
Parallel Computer Architecture 2013 - Lec 13-Multi-threading II 1:37:14
Parallel Computer Architecture 2013 - Lec 15 - Speculation 1 1:38:31
Lecture 14 - Out-of-Order Execution 1:48:34
Lecture 15 - Data Flow and SIMD 1:46:25
Lecture 21 Static Instruction Scheduling 1:50:04
Lecture 11 - Branch Prediction 1:43:34
Lecture 12 - Predication and Exceptions 1:44:14
Lecture 28 - Runahead Execution 1:37:31
Continuum Physics by Krishna Garikipati (U of Michigan)
# click the upper-left icon to select videos from the playlist
source: openmichigan 2014年5月30日
To view the course on Open.Michigan and find problem sets, please visit:
http://open.umich.edu/find/open-educa...
Creative Commons Attribution-Non Commercial 3.0 License
http://creativecommons.org/licenses/b...
Help us caption & translate videos: http://amara.org/v/PcN9/
For accompanying problem sets, please visit: http://open.umich.edu/education/engin/continuum-physics/2...
The idea for these Lectures on Continuum Physics grew out of a short series of talks on materials physics at University of Michigan, in the summer of 2013. Those talks were aimed at advanced graduate students, post-doctoral scholars, and faculty colleagues. From this group the suggestion emerged that a somewhat complete set of lectures on continuum aspects of materials physics would be useful. The lectures that you are about to dive into were recorded over a six-week period at the University. Given their origin, they are meant to be early steps on a path of research in continuum physics for the entrant to this area, and I daresay a second opinion for the more seasoned exponent of the science. The potential use of this series as an enabler of more widespread research in continuum physics is as compelling a motivation for me to record and offer it, as is its potential as an open online class.
This first edition of the lectures appears as a collection of around 130 segments (I confess, I have estimated, but not counted) of between 12 and 30 minutes each. The recommended single dose of online instruction is around 15 minutes. This is a recommendation that I have flouted with impunity, hiding behind the need to tell a detailed and coherent story in each segment. Still, I have been convinced to split a number of the originally longer segments. This is the explanation for the proliferation of Parts I, II and sometimes even III, with the same title. Sprinkled among the lecture segments are responses to questions that arose from a small audience of students and post-doctoral scholars who followed the recordings live. There also are assignments and tests.
The roughly 130 segments have been organized into 13 units, each of which may be a chapter in a book. The first 10 units are standard fare from the continuum mechanics courses I have taught at University of Michigan over the last 14 years. As is my preference, I have placed equal emphasis on solids and fluids, insisting that one cannot fully appreciate the mechanical state of one of these forms of matter without an equal appreciation of the other. At my pace of classroom teaching, this stretch of the subject would take me in the neighborhood of 25 lectures of 80 minutes each. At the end of the tenth of these units, I have attempted, perhaps clumsily, to draw a line by offering a roadmap of what the viewer could hope to do with what she would have learned up to that point. It is there that I acknowledge the modern masters of continuum mechanics by listing the books that, to paraphrase Abraham Lincoln, will enlighten the reader far above my poor power to add or detract.
At this point the proceedings also depart from the script of continuum mechanics, and become qualified for the mantle of Continuum Physics. The next three units are on thermomechanics, variational principles and mass transport--subjects that I have learned from working in these areas, and have been unable to incorporate in regular classes for a sheer want of time. In the months and years to come, new editions of these Lectures on Continuum Physics will feature an enhancement of breadth and depth of these three topics, as well as topics in addition to them.
Finally, a word on the treatment of the subject: it is mathematical. I know of no other way to do continuum physics. While being rigorous (I hope) it is, however, neither abstract nor formal. In every segment I have taken pains to make connections with the physics of the subject. Props, simple but instructive, have been used throughout. A deformable plastic bottle, water and food color have been used--effectively, I trust. The makers of Lego, I believe, will find reason to be pleased. Finally, the time-honored continuum potato has been supplanted by an icon of American life: the continuum football.
Krishna Garikipati
Ann Arbor, December 2013
01.01. Introduction 18:20
01.01. Response to a question 1:34
01.02. Vectors I 14:56
01.02. Response to a question 2:04
01.03. Vectors II 27:25
01.04. Vectors III 24:41
02.01. Tensors I 15:31
02.02. Tensors II 11:59
02.02. Response to a question 17:18
02.03. Tensors III 21:16
02.04. Tensor properties I 14:04
02.05. Tensor properties I 16:07
02.06. Tensor properties II 15:43
02.07. Tensor properties II 13:55
02.08. Tensor properties III 1:02
02.09. Vector and tensor fields 9:22
02.10. Vector and tensor fields 16:54
03.01. Configurations 14:29
03.02. Configurations 14:31
03.03. Motion 18:32
03.03. Response to a question 2:56
03.03. Response to a follow up question 2:59
03.04. The Lagrangian description of motion 14:32
03.05. The Lagrangian description of motion 15:35
03.06. The Eulerian description of motion 14:10
03.07. The Eulerian description of motion 14:07
03.08. The material time derivative 14:11
03.09. The material time derivative 16:52
03.09. Response to a question 1:21
04.01. The deformation gradient: mapping of curves 23:41
04.02. The deformation gradient: mapping of surfaces and volumes 18:08
04.03. The deformation gradient: mapping of surfaces and volumes 14:26
04.04. The deformation gradient: a first order approximation of the deformation 22:51
04.05. Stretch and strain tensors 21:00
04.06. Stretch and strain tensors 10:14
04.06. Response to a question 4:43
04.07. The polar decomposition I 22:03
04.08. The polar decomposition I 11:31
04.09. The polar decomposition II 14:21
04.10. The polar decomposition II 16:12
04.10. Response to a question 3:00
04.11. Velocity gradients, and rates of deformation 15:36
04.12. Velocity gradients, and rates of deformation 15:46
05.01. Balance of mass I 19:35
05.02. Balance of mass I 8:33
05.03. Balance of mass II 27:08
05.04. Balance of mass II 14:51
05.05. Reynolds' transport theorem I 19:07
05.06. Reynolds' transport theorem I 10:25
05.07. Reynolds' transport theorem II 20:36
05.08. Reynolds' transport theorem III 23:33
05.08. Response to a question 8:47
05.09. Linear and angular momentum I 24:38
05.10. Linear and angular momentum II 18:18
05.11. The moment of inertia tensor 16:41
05.12. The moment of inertia tensor 27:50
05.13. The rate of change of angular momentum 18:37
05.14. The balance of linear and angular momentum for deformable, continuum bodies 26:31
05.15. The balance of linear and angular momentum for deformable, continuum bodies 18:38
05.16. The Cauchy stress tensor 26:17
05.17. Stress-- An Introduction 19:55
06.01. Balance of energy 23:03
06.01. Response to a question 11:13
06.01. Response to a follow up question 6:58
06.02. Additional measures of stress 25:05
06.03. Additional measures of stress 15:54
06.03. Response to a question 6:50
06.03. Response to a follow up question 12:34
06.04. Work conjugate forms 25:57
06.05. Balance of linear momentum in the reference configuration 29:06
07.01. Equations and unknowns--constitutive relations 15:29
07.01. Response to a question 5:35
07.02. Constitutitve equations 27:03
07.03. Elastic solids and fluids--hyperelastic solids 29:16
07.03. Response to a question 5:54
08.01. Objectivity--change of observer 17:44
08.02. Objectivity--change of observer 14:47
08.03. Objective tensors, and objective constitutive relations 20:10
08.04. Objective tensors, and objective constitutive relations 11:06
08.05. Objectivity of hyperelastic strain energy density functions 29:18
08.06. Examples of hyperelastic strain energy density functions 23:21
08.07. Examples of hyperelastic strain energy density functions 10:08
08.07. Response to a question 4:36
08.08. The elasticity tensor in the reference configuration 14:27
08.09. Elasticity tensor in the current configuration--objective rates 25:00
08.10. Elasticity tensor in the current configuration--objective rates 11:40
08.11. Objectivity of constitutive relations for viscous fluids 19:06
08.12. Models of viscous fluids 28:15
08.12. Response to a question 3:50
08.13. Summary of initial and boundary value problems of continuum mechanics 25:21
08.14. An initial and boundary value problem of fluid mechanics--the Navier Stokes equations 18:23
08.15. An initial and boundary value problem of fluid mechanics--the Navier Stokes equation 14:58
08.16. An initial and boundary value problem of fluid mechanics II 20:38
08.17. Material symmetry 1--Isotropy 28:26
08.17. Response to a question 3:18
08.18. Material symmetry 2--Isotropy 11:04
08.19. Material symmetry 2--Isotropy 23:16
08.20. Material symmetry 3--Isotropy 23:54
09.01. A boundary value problem in nonlinear elasticity I 17:16
09.02. A boundary value problem in nonlinear elasticity I 13:25
09.02. Response to a question 7:15
09.03. A boundary value problem in nonlinear elasticity II--The inverse method 17:43
09.03. Response to another question 12:02
10.01. Linearized elasticity I 12:19
10.02. Linearized elasticity I 18:36
10.03. Linearized elasticity II 16:03
10.04. Linearized elasticity II 16:24
10.04. Response to a question 3:44
10.05. Classical continuum mechanics: Books, and the road ahead 22:26
11.01. The first law of thermodynamics the balance of energy 15:57
11.02. The first law of thermodynamics the balance of energy 12:30
11.03. The first law of thermodynamics the balance of energy 16:41
11.04. The second law of thermodynamics the entropy inequality 14:48
11.05. Legendre transforms the Helmholtz potential 20:23
11.06. The Clausius Planck inequality 17:24
11.07. The Clausius Duhem inequality 22:57
11.07. Response to a question 5:33
11.08. The heat transport equation 19:11
11.09. Thermoelasticity 25:23
11.10. The heat flux vector in the reference configuration 22:53
12.01. The free energy functional 12:37
12.02. The free energy functional 19:59
12.03. Extremization of the free energy functional variational derivatives 26:44
12.04. Euler Lagrange equations corresponding to the free energy functional 27:36
12.05. The weak form and strong form of nonlinear elasticity 23:42
12.06. The weak form and strong form of nonlinear elasticity 20:17
13.01. The setting for mass transport 19:20
13.02. The setting for mass transport 11:38
13.03. Aside A unified treatment of boundary conditions 20:25
13.04. The chemical potential 20:19
13.05. The chemical potential 14:52
13.06. Phase separation non convex free energy 16:05
13.07. Phase separation non convex free energy 17:31
13.08. The role of interfacial free energy 27:07
13.09. The Cahn Hilliard formulation 23:27
13.10. The Cahn Hilliard formulation 18:22
source: openmichigan 2014年5月30日
To view the course on Open.Michigan and find problem sets, please visit:
http://open.umich.edu/find/open-educa...
Creative Commons Attribution-Non Commercial 3.0 License
http://creativecommons.org/licenses/b...
Help us caption & translate videos: http://amara.org/v/PcN9/
For accompanying problem sets, please visit: http://open.umich.edu/education/engin/continuum-physics/2...
The idea for these Lectures on Continuum Physics grew out of a short series of talks on materials physics at University of Michigan, in the summer of 2013. Those talks were aimed at advanced graduate students, post-doctoral scholars, and faculty colleagues. From this group the suggestion emerged that a somewhat complete set of lectures on continuum aspects of materials physics would be useful. The lectures that you are about to dive into were recorded over a six-week period at the University. Given their origin, they are meant to be early steps on a path of research in continuum physics for the entrant to this area, and I daresay a second opinion for the more seasoned exponent of the science. The potential use of this series as an enabler of more widespread research in continuum physics is as compelling a motivation for me to record and offer it, as is its potential as an open online class.
This first edition of the lectures appears as a collection of around 130 segments (I confess, I have estimated, but not counted) of between 12 and 30 minutes each. The recommended single dose of online instruction is around 15 minutes. This is a recommendation that I have flouted with impunity, hiding behind the need to tell a detailed and coherent story in each segment. Still, I have been convinced to split a number of the originally longer segments. This is the explanation for the proliferation of Parts I, II and sometimes even III, with the same title. Sprinkled among the lecture segments are responses to questions that arose from a small audience of students and post-doctoral scholars who followed the recordings live. There also are assignments and tests.
The roughly 130 segments have been organized into 13 units, each of which may be a chapter in a book. The first 10 units are standard fare from the continuum mechanics courses I have taught at University of Michigan over the last 14 years. As is my preference, I have placed equal emphasis on solids and fluids, insisting that one cannot fully appreciate the mechanical state of one of these forms of matter without an equal appreciation of the other. At my pace of classroom teaching, this stretch of the subject would take me in the neighborhood of 25 lectures of 80 minutes each. At the end of the tenth of these units, I have attempted, perhaps clumsily, to draw a line by offering a roadmap of what the viewer could hope to do with what she would have learned up to that point. It is there that I acknowledge the modern masters of continuum mechanics by listing the books that, to paraphrase Abraham Lincoln, will enlighten the reader far above my poor power to add or detract.
At this point the proceedings also depart from the script of continuum mechanics, and become qualified for the mantle of Continuum Physics. The next three units are on thermomechanics, variational principles and mass transport--subjects that I have learned from working in these areas, and have been unable to incorporate in regular classes for a sheer want of time. In the months and years to come, new editions of these Lectures on Continuum Physics will feature an enhancement of breadth and depth of these three topics, as well as topics in addition to them.
Finally, a word on the treatment of the subject: it is mathematical. I know of no other way to do continuum physics. While being rigorous (I hope) it is, however, neither abstract nor formal. In every segment I have taken pains to make connections with the physics of the subject. Props, simple but instructive, have been used throughout. A deformable plastic bottle, water and food color have been used--effectively, I trust. The makers of Lego, I believe, will find reason to be pleased. Finally, the time-honored continuum potato has been supplanted by an icon of American life: the continuum football.
Krishna Garikipati
Ann Arbor, December 2013
01.01. Introduction 18:20
01.01. Response to a question 1:34
01.02. Vectors I 14:56
01.02. Response to a question 2:04
01.03. Vectors II 27:25
01.04. Vectors III 24:41
02.01. Tensors I 15:31
02.02. Tensors II 11:59
02.02. Response to a question 17:18
02.03. Tensors III 21:16
02.04. Tensor properties I 14:04
02.05. Tensor properties I 16:07
02.06. Tensor properties II 15:43
02.07. Tensor properties II 13:55
02.08. Tensor properties III 1:02
02.09. Vector and tensor fields 9:22
02.10. Vector and tensor fields 16:54
03.01. Configurations 14:29
03.02. Configurations 14:31
03.03. Motion 18:32
03.03. Response to a question 2:56
03.03. Response to a follow up question 2:59
03.04. The Lagrangian description of motion 14:32
03.05. The Lagrangian description of motion 15:35
03.06. The Eulerian description of motion 14:10
03.07. The Eulerian description of motion 14:07
03.08. The material time derivative 14:11
03.09. The material time derivative 16:52
03.09. Response to a question 1:21
04.01. The deformation gradient: mapping of curves 23:41
04.02. The deformation gradient: mapping of surfaces and volumes 18:08
04.03. The deformation gradient: mapping of surfaces and volumes 14:26
04.04. The deformation gradient: a first order approximation of the deformation 22:51
04.05. Stretch and strain tensors 21:00
04.06. Stretch and strain tensors 10:14
04.06. Response to a question 4:43
04.07. The polar decomposition I 22:03
04.08. The polar decomposition I 11:31
04.09. The polar decomposition II 14:21
04.10. The polar decomposition II 16:12
04.10. Response to a question 3:00
04.11. Velocity gradients, and rates of deformation 15:36
04.12. Velocity gradients, and rates of deformation 15:46
05.01. Balance of mass I 19:35
05.02. Balance of mass I 8:33
05.03. Balance of mass II 27:08
05.04. Balance of mass II 14:51
05.05. Reynolds' transport theorem I 19:07
05.06. Reynolds' transport theorem I 10:25
05.07. Reynolds' transport theorem II 20:36
05.08. Reynolds' transport theorem III 23:33
05.08. Response to a question 8:47
05.09. Linear and angular momentum I 24:38
05.10. Linear and angular momentum II 18:18
05.11. The moment of inertia tensor 16:41
05.12. The moment of inertia tensor 27:50
05.13. The rate of change of angular momentum 18:37
05.14. The balance of linear and angular momentum for deformable, continuum bodies 26:31
05.15. The balance of linear and angular momentum for deformable, continuum bodies 18:38
05.16. The Cauchy stress tensor 26:17
05.17. Stress-- An Introduction 19:55
06.01. Balance of energy 23:03
06.01. Response to a question 11:13
06.01. Response to a follow up question 6:58
06.02. Additional measures of stress 25:05
06.03. Additional measures of stress 15:54
06.03. Response to a question 6:50
06.03. Response to a follow up question 12:34
06.04. Work conjugate forms 25:57
06.05. Balance of linear momentum in the reference configuration 29:06
07.01. Equations and unknowns--constitutive relations 15:29
07.01. Response to a question 5:35
07.02. Constitutitve equations 27:03
07.03. Elastic solids and fluids--hyperelastic solids 29:16
07.03. Response to a question 5:54
08.01. Objectivity--change of observer 17:44
08.02. Objectivity--change of observer 14:47
08.03. Objective tensors, and objective constitutive relations 20:10
08.04. Objective tensors, and objective constitutive relations 11:06
08.05. Objectivity of hyperelastic strain energy density functions 29:18
08.06. Examples of hyperelastic strain energy density functions 23:21
08.07. Examples of hyperelastic strain energy density functions 10:08
08.07. Response to a question 4:36
08.08. The elasticity tensor in the reference configuration 14:27
08.09. Elasticity tensor in the current configuration--objective rates 25:00
08.10. Elasticity tensor in the current configuration--objective rates 11:40
08.11. Objectivity of constitutive relations for viscous fluids 19:06
08.12. Models of viscous fluids 28:15
08.12. Response to a question 3:50
08.13. Summary of initial and boundary value problems of continuum mechanics 25:21
08.14. An initial and boundary value problem of fluid mechanics--the Navier Stokes equations 18:23
08.15. An initial and boundary value problem of fluid mechanics--the Navier Stokes equation 14:58
08.16. An initial and boundary value problem of fluid mechanics II 20:38
08.17. Material symmetry 1--Isotropy 28:26
08.17. Response to a question 3:18
08.18. Material symmetry 2--Isotropy 11:04
08.19. Material symmetry 2--Isotropy 23:16
08.20. Material symmetry 3--Isotropy 23:54
09.01. A boundary value problem in nonlinear elasticity I 17:16
09.02. A boundary value problem in nonlinear elasticity I 13:25
09.02. Response to a question 7:15
09.03. A boundary value problem in nonlinear elasticity II--The inverse method 17:43
09.03. Response to another question 12:02
10.01. Linearized elasticity I 12:19
10.02. Linearized elasticity I 18:36
10.03. Linearized elasticity II 16:03
10.04. Linearized elasticity II 16:24
10.04. Response to a question 3:44
10.05. Classical continuum mechanics: Books, and the road ahead 22:26
11.01. The first law of thermodynamics the balance of energy 15:57
11.02. The first law of thermodynamics the balance of energy 12:30
11.03. The first law of thermodynamics the balance of energy 16:41
11.04. The second law of thermodynamics the entropy inequality 14:48
11.05. Legendre transforms the Helmholtz potential 20:23
11.06. The Clausius Planck inequality 17:24
11.07. The Clausius Duhem inequality 22:57
11.07. Response to a question 5:33
11.08. The heat transport equation 19:11
11.09. Thermoelasticity 25:23
11.10. The heat flux vector in the reference configuration 22:53
12.01. The free energy functional 12:37
12.02. The free energy functional 19:59
12.03. Extremization of the free energy functional variational derivatives 26:44
12.04. Euler Lagrange equations corresponding to the free energy functional 27:36
12.05. The weak form and strong form of nonlinear elasticity 23:42
12.06. The weak form and strong form of nonlinear elasticity 20:17
13.01. The setting for mass transport 19:20
13.02. The setting for mass transport 11:38
13.03. Aside A unified treatment of boundary conditions 20:25
13.04. The chemical potential 20:19
13.05. The chemical potential 14:52
13.06. Phase separation non convex free energy 16:05
13.07. Phase separation non convex free energy 17:31
13.08. The role of interfacial free energy 27:07
13.09. The Cahn Hilliard formulation 23:27
13.10. The Cahn Hilliard formulation 18:22
Artificial Intelligence, Minds, & Knowledge
source: Philosophical Overdose 2016年10月8日
After decades of research, the thinking computer remains a distant dream. They can play chess and drive cars, but thinking like humans remains a step beyond. Now, the inventor of quantum computation David Deutsch has called for a wholesale change in thinking, a revolution in philosophy, to break the impasse. He discusses these issues with Joe Gelonesi in this program. Professor Hubert Dreyfus also makes a brief appearance as well.
This is an episode of the Philosopher's Zone. For more information, go to: http://www.abc.net.au/radionational/p...
A Conversation with Noam Chomsky and Howard Gardner
source: HarvardEducation 2016年10月26日
October 10th, 2016 in the Harvard Graduate School of Education's Gutman Library.
Equal Protection: Origins and Legacies of the Fourteenth Amendment
source: Yale University 2016年10月14日
On March 31, 2016, in honor of the 150th anniversary of the passage of the Fourteenth Amendment to the United States Constitution, the Gilder Lehrman Center (GLC) for the Study of Slavery, Resistance, and Abolition at Yale University sponsored a public panel and discussion. Moderated by GLC Director David Blight, the panel included four prominent scholars of Reconstruction and the Constitution: Akhil Reed Amar (Yale Law School), Tomiko Brown-Nagin (Harvard Law School), Eric Foner (Columbia University), Amy Dru Stanley (University of Chicago), and John Fabian Witt (Yale Law School). From the perspective of their academic traditions and their own research, each scholar addressed the most significant legacy of the Fourteenth Amendment. This short film drawn from the panel sheds light on how this amendment, which granted citizenship to all U.S.-born persons, lies at the heart of what many historians term the "Second American Revolution."
The Euro and the Battle of Ideas
source: London School of Economics and Political Science 2016年10月21日
Date: Wednesday 19 October 2016
Time: 6.30-8pm
Venue: Old Theatre, Old Building
Speakers: Professor Markus K. Brunnermeier, Professor Harold James
Chair: Professor Ricardo Reis
Why is the Euro in trouble? A string of economic difficulties in Greece, Ireland, Spain, Italy, and other Eurozone nations has left observers wondering whether the currency union can survive. Markus Brunnermeier and Harold James argue that the core problem with the Euro lies in the philosophical differences between the founding countries of the Eurozone, and how these seemingly incompatible differences can be reconciled to ensure Europe's survival.
Markus K. Brunnermeier (@MarkusEconomist) is the Edwards S. Sanford Professor of Economics at Princeton University and Director of Princeton's Bendheim Center of Finance.
Harold James is Professor of History and International Affairs at Princeton University.
Ricardo Reis is Professor of Economics at Columbia University, Senior George Fellow at the Bank of England and A W Phillips Professor of Economics at LSE.
The Centre For Macroeconomics (@CFMUK) brings together world-class experts to carry out pioneering research on the global economic crisis and to help design policies that alleviate it.
Ron Suskind: "Life, Animated" | Talks at Google
source: Talks at Google 2016年10月15日
Now a major motion picture, "Life, Animated" is the inspirational story of Owen Suskind, a young man with autism who was unable to speak as a child until he and his family discovered a unique way to communicate by immersing themselves in the world of classic Disney animated films.
This talk will touch on some key themes, including parents never giving up on helping their child, using an area of passion to build strengths and become a leader in the community, and why we should never underestimate our own abilities.
Ron also founded a company, Sidekicks, that's building a new kind of communication platform to support individuals with autism and their families. More information can be found at sidekicks.com
Eileen Naughton moderated this Talk at Google.
Narcissism Doesn't Develop Naturally – It Is a Learned Condition | Aliso...
source: Big Think 2016年10月13日
Narcissists aren't born – they're made, says development psychologist Alison Gopnik. She takes issue with the popular notion that children need to unlearn brashness and learn civility, when neuroscience shows that it tends to work in the reverse. Gopnik's latest book is "The Gardener and the Carpenter: What the New Science of Child Development Tells Us about the Relationship Between Parents and Children" (http://goo.gl/3E0Ti2).
Read more at BigThink.com: http://bigthink.com/videos/alison-gop...
Transcript - One of the things that we've discovered in the science is that children already have moral intuitions from the time they're extremely young. So even 14-month-olds will go out of their way to try to help someone else who's in trouble. And there's even some evidence that this is true for babies, for infants. So the old picture that we had about moral development was that children started out being these amoral egocentric creatures and then they had to be socialized into being moral or caring about other people. And that view is sort of exactly the opposite of the view that we have now. There was a column in the New York Times that said someone like Donald Trump is like a two-year-old and I was extremely irritated, thought about writing a letter to say that's a terrible insult to two-year-olds. Two-year-olds are not narcissistic and egocentric and only concerned with their own happiness. They have the potential for caring about other people taking care of them. It's something that happens between being two and being grown-up that makes the narcissist and the egotists of the world develop. That's a grown-up condition not a condition of a two-year-old. Read Full Transcript Here: https://goo.gl/sLHPjs.
Myths of the American Mind: Money Part I by Wesley Cecil
source: Wes Cecil 2014年11月20日
The third lecture in the "Myths of the Modern American Mind" series focuses on the history and meaning of money. Presented by Wesley Cecil PhD at Peninsula College.
Archetypal Synchronistic Resonance, Part One: A New Theory, with Brendan Engen
source: New Thinking Allowed 2016年2月25日
Brendan Engen, PsyD, is a clinical psychologist based in Waycross, Georgia. He is co-author with Jeffrey Mishlove of a 2007 paper, published in the Journal of Humanistic Psychology, titled “Archetypal Synchronistic Resonance: A New Theory of Paranormal Experience”.
Here he points out that apophenia is a psychopathological term used by skeptics to dismiss the entire notion of synchronicity. He argues, however, that not all ostensible synchronistic events are best explained away in this fashion. He also notes that many instances of apophenia may be harmless. Also, some genuine synchronicities can lead to harmful consequences. There are no set rules for distinguishing between these possibilities. The theory of archetypal synchronistic resonance will benefit from the collection of more case studies.
New Thinking Allowed host, Jeffrey Mishlove, PhD, is author of The Roots of Consciousness, Psi Development Systems, and The PK Man. Between 1986 and 2002 he hosted and co-produced the original Thinking Allowed public television series. He serves as dean of transformational psychology at the University of Philosophical Research. He teaches parapsychology for ministers in training with the Centers for Spiritual Living through the Holmes Institute. He has served as vice-president of the Association for Humanistic Psychology, and is the recipient of its Pathfinder Award for outstanding contributions to the field of human consciousness. He is also past-president of the non-profit Intuition Network, an organization dedicated to creating a world in which all people are encouraged to cultivate and apply their inner, intuitive abilities.
(Recorded on February 20, 2016)
A. Dasgupta: Vibration of Structures (IIT Kharagpur)
# click the up-left corner to select videos from the playlist
source: nptelhrd 2012年12月8日
Mechanical - Vibration of Structures by Prof. A. Dasgupta, Department of Mechanical Engineering, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Transverse Vibrations of Strings - I 45:25
02 Transverse Vibrations of Strings - II 56:35
03 Axial and Torsional Vibrations of Bars 57:04
04 Variational Formulation - I 57:14
05 Variational Formulation - II 53:06
06 Modal Analysis - I 57:25
07 Modal Analysis - II 57:38
08 Properties of the Eigenvalue Problem 55:40
09 Modal Analysis: Approximate Methods - I 1:00:27
10 Modal Analysis: Approximate Methods - II 53:58
11 The Initial Value Problem 56:36
12 Forced Vibration Analysis - I 58:42
13 Forced Vibration Analysis - II 55:29
14 Forced Vibration Analysis - III 56:46
15 Damping in Structures 58:43
16 Axially Translating Strings 58:12
17 d\' Alembert\'s Solution - I 51:51
18 d\' Alembert\'s Solution - II 57:33
19 Harmonic Waves and Energetics of Wave Motion 59:12
20 Scattering of Waves 57:21
21 Applications of Wave Solution - I 58:08
22 Applications of Wave Solution - II 54:37
23 Beam Models - I 57:37
24 Beam Models - II 57:05
25 Modal Analysis of Beams 53:58
26 Applications of Modal Solution 56:55
27 Approximate Methods 56:36
28 Topic in Beam Vibration - I 56:07
29 Topic in Beam Vibration - II 57:58
30 Wave Propagation in Beams 55:52
31 Dynamics of Curved Beams 54:52
32 Vibrations of Rings and Arches 55:53
33 Dynamics of Membranes 53:26
34 Vibrations of Rectangular Membrane 56:12
35 Vibrations of Circular Membrane 57:08
36 Special Problems in Membrane Vibrations 56:19
37 Dynamics of Plates 58:42
38 Vibrations of Rectangular Plates 57:38
39 Vibrations of Circular Plates 51:26
40 Special Problems in Plate Vibrations 56:41
source: nptelhrd 2012年12月8日
Mechanical - Vibration of Structures by Prof. A. Dasgupta, Department of Mechanical Engineering, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Transverse Vibrations of Strings - I 45:25
02 Transverse Vibrations of Strings - II 56:35
03 Axial and Torsional Vibrations of Bars 57:04
04 Variational Formulation - I 57:14
05 Variational Formulation - II 53:06
06 Modal Analysis - I 57:25
07 Modal Analysis - II 57:38
08 Properties of the Eigenvalue Problem 55:40
09 Modal Analysis: Approximate Methods - I 1:00:27
10 Modal Analysis: Approximate Methods - II 53:58
11 The Initial Value Problem 56:36
12 Forced Vibration Analysis - I 58:42
13 Forced Vibration Analysis - II 55:29
14 Forced Vibration Analysis - III 56:46
15 Damping in Structures 58:43
16 Axially Translating Strings 58:12
17 d\' Alembert\'s Solution - I 51:51
18 d\' Alembert\'s Solution - II 57:33
19 Harmonic Waves and Energetics of Wave Motion 59:12
20 Scattering of Waves 57:21
21 Applications of Wave Solution - I 58:08
22 Applications of Wave Solution - II 54:37
23 Beam Models - I 57:37
24 Beam Models - II 57:05
25 Modal Analysis of Beams 53:58
26 Applications of Modal Solution 56:55
27 Approximate Methods 56:36
28 Topic in Beam Vibration - I 56:07
29 Topic in Beam Vibration - II 57:58
30 Wave Propagation in Beams 55:52
31 Dynamics of Curved Beams 54:52
32 Vibrations of Rings and Arches 55:53
33 Dynamics of Membranes 53:26
34 Vibrations of Rectangular Membrane 56:12
35 Vibrations of Circular Membrane 57:08
36 Special Problems in Membrane Vibrations 56:19
37 Dynamics of Plates 58:42
38 Vibrations of Rectangular Plates 57:38
39 Vibrations of Circular Plates 51:26
40 Special Problems in Plate Vibrations 56:41
Hari V. Warrior: Hydrostatics and Stability (IIT Kharagpur)
# click the up-left corner to select videos from the playlist
source: nptelhrd 2012年4月3日
Ocean - Hydrostatics and Stability by Dr. Hari V. Warrior, Department of Ocean Engineering & Naval Architecture, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Introduction 51:47
02 Archimedes Principle 52:06
03 Archimedes Principle (Contd.) 51:31
04 Numerical Integration 51:44
05 Problems in Stability - I 54:42
06 Problems in Stability - II 54:18
07 Problems in Stability - III 54:43
08 Problems in Integration 56:43
09 Free Surface Effect 54:57
10 Inclining Experiment 54:04
11 Hydrostatic Curves - I 55:16
12 Hydrostatic Curves - II 51:15
13 Stability Curve 56:27
14 Dynamical Stability - I 53:56
15 Dynamical Stability - II 55:14
16 Healing Moment - I 55:50
17 Healing Moment - II 45:40
18 Healing Moment - III 55:02
19 Dynamical Stability - III 53:29
20 Discussion 54:37
21 Righting Stability - I 53:05
22 Righting Stability - II 55:20
23 Trim Calculations - I 53:25
24 Trim Calculations - II 56:01
25 Trim Stability -I 53:45
26 Trim Stability - II 53:45
27 Dry Docking - I 54:20
28 Dry Docking - II 53:47
29 Bilging - I 54:32
30 Bilging - II 53:06
31 Bilging - III 56:30
32 Bilging - IV 55:41
33 Safety Regulations 55:23
34 Safety Regulations (Contd.) 54:58
35 Safety Regulations ( Contd.) 55:42
36 Ship Stability on Waves 53:33
37 Ship Stability on Waves (Contd.) 54:38
38 Ship Stability on Waves ( Contd.) 54:37
39 Wave Theory 56:14
40 Conclusion 53:49
source: nptelhrd 2012年4月3日
Ocean - Hydrostatics and Stability by Dr. Hari V. Warrior, Department of Ocean Engineering & Naval Architecture, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Introduction 51:47
02 Archimedes Principle 52:06
03 Archimedes Principle (Contd.) 51:31
04 Numerical Integration 51:44
05 Problems in Stability - I 54:42
06 Problems in Stability - II 54:18
07 Problems in Stability - III 54:43
08 Problems in Integration 56:43
09 Free Surface Effect 54:57
10 Inclining Experiment 54:04
11 Hydrostatic Curves - I 55:16
12 Hydrostatic Curves - II 51:15
13 Stability Curve 56:27
14 Dynamical Stability - I 53:56
15 Dynamical Stability - II 55:14
16 Healing Moment - I 55:50
17 Healing Moment - II 45:40
18 Healing Moment - III 55:02
19 Dynamical Stability - III 53:29
20 Discussion 54:37
21 Righting Stability - I 53:05
22 Righting Stability - II 55:20
23 Trim Calculations - I 53:25
24 Trim Calculations - II 56:01
25 Trim Stability -I 53:45
26 Trim Stability - II 53:45
27 Dry Docking - I 54:20
28 Dry Docking - II 53:47
29 Bilging - I 54:32
30 Bilging - II 53:06
31 Bilging - III 56:30
32 Bilging - IV 55:41
33 Safety Regulations 55:23
34 Safety Regulations (Contd.) 54:58
35 Safety Regulations ( Contd.) 55:42
36 Ship Stability on Waves 53:33
37 Ship Stability on Waves (Contd.) 54:38
38 Ship Stability on Waves ( Contd.) 54:37
39 Wave Theory 56:14
40 Conclusion 53:49
Ashoke Bhar: Elements of Ocean Engineering (IIT Kharagpur)
# click the up-left corner to select videos from the playlist
source: nptelhrd 2012年7月10日
Ocean - Elements of Ocean Engineering by Dr. Ashoke Bhar, Department of Ocean Engineering, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Introduction 58:58
02 Physical Oceanography - I 1:00:22
03 Physical Oceanography - II 50:52
3a Physical Oceanography - III 46:52
04 Physical Oceanography - IV 59:34
05 Sediments & Open Ocean 58:12
06 Open Ocean - I 54:54
07 Open Ocean - II 55:50
08 Physical Properties of Water 55:12
09 Water and Waves 56:05
10 Waves - I 56:28
11 Waves - II 56:55
12 Waves - III 55:45
13 Introduction to Offshore Structures - I 57:48
14 .Introduction to Offshore Structures -II 58:46
15 Waves - IV 53:05
16 The Wave Spectra 55:33
17 The Wave Spectra (Contd...1) 55:55
18 The Wave Spectra (Contd...2) 59:42
19 Offshore Structures - I 58:35
20 Offshore Structures - II 57:15
21 Offshore Structures - III 54:34
22 Floating Offshore Structures 57:00
23 Drilling from Platforms 57:32
24 Drilling and Topsides 59:43
25 Topsides 58:26
26 Mooring Systems 56:27
27 Mooring Systems (Contd...1) 55:39
28 Static Analysis of Mooring Cable 56:22
29 Static Analysis of Mooring Cable (Contd.) 58:44
30 Mooring Systems (Contd...2) 56:58
31 Mooring Systems (Contd...3) 55:00
32 Mooring Systems (Contd...4) 56:22
33 Mooring Systems (Contd...5) 59:05
34 Mooring Systems (Contd...6) 56:38
35 Fixed Offshore Structures 58:53
36 Fixed Offshore Structures (Contd.) 55:33
37 Structural Analysis of Jacket Platforms 59:30
38 Structural Analysis of Jacket Platforms (Contd...1) 53:22
39 Structural Analysis of Jacket Platforms (Contd...2) 56:30
40 Jacket Pile Selection 57:43
41 Jacket Pile Selection (Contd...1) 59:29
42 Jacket Pile Selection (Contd...2) 55:24
43 Floating Platform Design 58:12
44 Semi-Submersibles 56:06
45 Semi-Submersibles & TLPs 54:56
46 Tension Leg Platform 55:27
47 Tension Leg Platform (Contd.) 57:31
48 SPAR Platform 53:01
source: nptelhrd 2012年7月10日
Ocean - Elements of Ocean Engineering by Dr. Ashoke Bhar, Department of Ocean Engineering, IIT Kharagpur. For more details on NPTEL visit http://nptel.iitm.ac.in
01 Introduction 58:58
02 Physical Oceanography - I 1:00:22
03 Physical Oceanography - II 50:52
3a Physical Oceanography - III 46:52
04 Physical Oceanography - IV 59:34
05 Sediments & Open Ocean 58:12
06 Open Ocean - I 54:54
07 Open Ocean - II 55:50
08 Physical Properties of Water 55:12
09 Water and Waves 56:05
10 Waves - I 56:28
11 Waves - II 56:55
12 Waves - III 55:45
13 Introduction to Offshore Structures - I 57:48
14 .Introduction to Offshore Structures -II 58:46
15 Waves - IV 53:05
16 The Wave Spectra 55:33
17 The Wave Spectra (Contd...1) 55:55
18 The Wave Spectra (Contd...2) 59:42
19 Offshore Structures - I 58:35
20 Offshore Structures - II 57:15
21 Offshore Structures - III 54:34
22 Floating Offshore Structures 57:00
23 Drilling from Platforms 57:32
24 Drilling and Topsides 59:43
25 Topsides 58:26
26 Mooring Systems 56:27
27 Mooring Systems (Contd...1) 55:39
28 Static Analysis of Mooring Cable 56:22
29 Static Analysis of Mooring Cable (Contd.) 58:44
30 Mooring Systems (Contd...2) 56:58
31 Mooring Systems (Contd...3) 55:00
32 Mooring Systems (Contd...4) 56:22
33 Mooring Systems (Contd...5) 59:05
34 Mooring Systems (Contd...6) 56:38
35 Fixed Offshore Structures 58:53
36 Fixed Offshore Structures (Contd.) 55:33
37 Structural Analysis of Jacket Platforms 59:30
38 Structural Analysis of Jacket Platforms (Contd...1) 53:22
39 Structural Analysis of Jacket Platforms (Contd...2) 56:30
40 Jacket Pile Selection 57:43
41 Jacket Pile Selection (Contd...1) 59:29
42 Jacket Pile Selection (Contd...2) 55:24
43 Floating Platform Design 58:12
44 Semi-Submersibles 56:06
45 Semi-Submersibles & TLPs 54:56
46 Tension Leg Platform 55:27
47 Tension Leg Platform (Contd.) 57:31
48 SPAR Platform 53:01
Subscribe to:
Posts (Atom)