# playlist: click the video's upper-left icon
source: MIT OpenCourseWare
MIT RES.6-012 Introduction to Probability, Spring 2018
View the complete course: https://ocw.mit.edu/RES-6-012S18
Instructors: John Tsitsiklis and Patrick Jaillet
The tools of probability theory, and of the related field of statistical inference, are the keys for being able to analyze and make sense of data. These tools underlie important advances in many fields, from the basic sciences to engineering and management. This resource is a companion site to 6.041SC Probabilistic Systems Analysis and Applied Probability. It covers the same content, using videos developed for an edX version of the course.
More information at https://ocw.mit.edu/terms
More courses at https://ocw.mit.edu
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.
2018-05-08
Physics III: Vibrations and Waves (Fall 2016) by Yen-Jie Lee at MIT
# playlist: click the video's upper-left icon
source: MIT OpenCourseWare
MIT 8.03SC Physics III: Vibrations and Waves, Fall 2016
View the complete course: https://ocw.mit.edu/8-03SCF16
This is the third course in the core physics curriculum at MIT, following 8.01 Physics I: Classical Mechanics and 8.02 Physics II: Electricity and Magnetism. Topics include mechanical vibrations and waves, electromagnetic waves, and optics.
More information at https://ocw.mit.edu/terms
More courses at https://ocw.mit.edu
1 1:02 0. Introduction--Professor Yen-Jie Lee describes the course content and how it is structured.
2 57:08 1. Periodic Oscillations, Harmonic Oscillators
3 1:16:33 2. Damped Free Oscillators
4 1:17:02 3. Driven Oscillators, Transient Phenomena, Resonance
5 1:17:39 4. Coupled Oscillators, Normal Modes
6 1:20:02 5. Beat Phenomena
7 1:22:19 6. Driven Oscillators, Resonance
8 1:14:40 7. Symmetry, Infinite Number of Coupled Oscillators
9 1:08:42 8. Translation Symmetry
10 1:15:48 9. Wave Equation, Standing Waves, Fourier Series
11 1:13:30 10. Traveling Waves
12 1:13:29 11. Sound Waves
13 1:15:29 12. Maxwell's Equation, Electromagnetic Waves
14 1:13:29 13. Dispersive Medium, Phase Velocity, Group Velocity
15 1:17:33 14. Fourier Transform, AM Radio
16 1:14:04 15. Uncertainty Principle, 2D Waves
17 1:21:45 16. 2D and 3D waves, Snell's Law
18 1:13:25 17. Polarization, Polarizer
19 1:24:10 18. Wave Plates, Radiation
20 1:22:48 19. Waves in Medium
21 1:22:26 20. Interference, Soap Bubble
22 1:19:05 21. Phased Radar, Single Electron Interference
23 1:13:38 22. Diffraction, Resolution
24 1:15:39 23. Quantum Waves and Gravitational Waves
25 1:10:06 Exam Review
26 1:29 Students' Common Misconceptions
27 1:18 Making Time for Individual Questions in a Large Lecture
28 2:15 Using Humor to Enhance Learning
29 2:43 Using Demonstrations in Class
30 2:12 Behind-the-Scenes Demo Prep
31 2:32 Taking a Vote to Engage Learners
32 2:16 Combining Chalk Talks and Slides in a Complementary Way
33 2:39 Using Questionnaires to Customize Course Content
34 1:44 The Role of Recitations
35 2:27 Course Iteration: Incorporating Theoretical Content and Demonstrations
36 2:11 Tips for Physics Educators
source: MIT OpenCourseWare
MIT 8.03SC Physics III: Vibrations and Waves, Fall 2016
View the complete course: https://ocw.mit.edu/8-03SCF16
This is the third course in the core physics curriculum at MIT, following 8.01 Physics I: Classical Mechanics and 8.02 Physics II: Electricity and Magnetism. Topics include mechanical vibrations and waves, electromagnetic waves, and optics.
More information at https://ocw.mit.edu/terms
More courses at https://ocw.mit.edu
1 1:02 0. Introduction--Professor Yen-Jie Lee describes the course content and how it is structured.
2 57:08 1. Periodic Oscillations, Harmonic Oscillators
3 1:16:33 2. Damped Free Oscillators
4 1:17:02 3. Driven Oscillators, Transient Phenomena, Resonance
5 1:17:39 4. Coupled Oscillators, Normal Modes
6 1:20:02 5. Beat Phenomena
7 1:22:19 6. Driven Oscillators, Resonance
8 1:14:40 7. Symmetry, Infinite Number of Coupled Oscillators
9 1:08:42 8. Translation Symmetry
10 1:15:48 9. Wave Equation, Standing Waves, Fourier Series
11 1:13:30 10. Traveling Waves
12 1:13:29 11. Sound Waves
13 1:15:29 12. Maxwell's Equation, Electromagnetic Waves
14 1:13:29 13. Dispersive Medium, Phase Velocity, Group Velocity
15 1:17:33 14. Fourier Transform, AM Radio
16 1:14:04 15. Uncertainty Principle, 2D Waves
17 1:21:45 16. 2D and 3D waves, Snell's Law
18 1:13:25 17. Polarization, Polarizer
19 1:24:10 18. Wave Plates, Radiation
20 1:22:48 19. Waves in Medium
21 1:22:26 20. Interference, Soap Bubble
22 1:19:05 21. Phased Radar, Single Electron Interference
23 1:13:38 22. Diffraction, Resolution
24 1:15:39 23. Quantum Waves and Gravitational Waves
25 1:10:06 Exam Review
26 1:29 Students' Common Misconceptions
27 1:18 Making Time for Individual Questions in a Large Lecture
28 2:15 Using Humor to Enhance Learning
29 2:43 Using Demonstrations in Class
30 2:12 Behind-the-Scenes Demo Prep
31 2:32 Taking a Vote to Engage Learners
32 2:16 Combining Chalk Talks and Slides in a Complementary Way
33 2:39 Using Questionnaires to Customize Course Content
34 1:44 The Role of Recitations
35 2:27 Course Iteration: Incorporating Theoretical Content and Demonstrations
36 2:11 Tips for Physics Educators
(русский / in Russian) Геометрия и топология | Сергей Пилюгин (Geometry and topology | Sergey Pilyugin)
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source: Лекториум 2017年5月22日
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source: Лекториум 2017年5月22日
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(русский / in Russian) Математическая теория рассеяния (Mathematical scattering theory)
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source: Лекториум 2018年3月22日
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source: Лекториум 2018年3月22日
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(русский / in Russian) Эффективные параллельные алгоритмы: методика BSP | Александр Тискин (Effective parallel algorithms: BSP | Alexander Tiskin)
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source: Лекториум 2018年4月24日
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source: Лекториум 2018年4月24日
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(русский / in Russian) Функциональный анализ | Федор Петров (Functional Analysis | Fedor Petrov)
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source: Лекториум 2018年3月5日
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source: Лекториум 2018年3月5日
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(русский / in Russian) Математический анализ | Юрий Белов (Mathematical Analysis | Yuri Belov, Yury Davydov)
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source: Лекториум 2016年9月9日
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source: Лекториум 2016年9月9日
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