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MIT OpenCourseWare

Complete MIT lecture courses, free and open: algorithms, Python, linear algebra, calculus, quantum physics, biology, microeconomics and psychology.

10 series315 lectures2.8 hours3 transcribed

Recently transcribed

Syllabus

6.0001 Introduction to Computer Science and Programming in Python

Ana Bell's twelve lectures for students with no programming background, plus short clips on each concept. Fall 2016.

  1. Lec 1What is Computation?not yetYouTube ↗
  2. Shell vs. Editornot yetYouTube ↗
  3. Python vs. Mathnot yetYouTube ↗
  4. Bindingsnot yetYouTube ↗
  5. Lec 2Branching and Iterationnot yetYouTube ↗
  6. Stringsnot yetYouTube ↗
  7. Comparisonsnot yetYouTube ↗
  8. Branchingnot yetYouTube ↗
  9. While Loopsnot yetYouTube ↗
  10. For Loopsnot yetYouTube ↗
  11. Lec 3String Manipulation, Guess and Check, Approximations, Bisectionnot yetYouTube ↗
  12. String Manipulationsnot yetYouTube ↗
  13. For Loops With Stringsnot yetYouTube ↗
  14. Lec 4Decomposition, Abstraction, and Functionsnot yetYouTube ↗
  15. Function Callsnot yetYouTube ↗
  16. Functions as Argumentsnot yetYouTube ↗
  17. Lec 5Tuples, Lists, Aliasing, Mutability, and Cloningnot yetYouTube ↗
  18. Tuplesnot yetYouTube ↗
  19. Simple Listsnot yetYouTube ↗
  20. List Operationsnot yetYouTube ↗
  21. List Aliasing/Mutationnot yetYouTube ↗
  22. Lec 6Recursion and Dictionariesnot yetYouTube ↗
  23. Lec 7Testing, Debugging, Exceptions, and Assertionsnot yetYouTube ↗
  24. Black Box and Glass Box Testingnot yetYouTube ↗
  25. Errorsnot yetYouTube ↗
  26. Exceptionsnot yetYouTube ↗
  27. Lec 8Object Oriented Programmingnot yetYouTube ↗
  28. Class Definitionnot yetYouTube ↗
  29. Class Instancenot yetYouTube ↗
  30. Methodsnot yetYouTube ↗
  31. Method Callnot yetYouTube ↗
  32. Special Methodsnot yetYouTube ↗
  33. Lec 9Python Classes and Inheritancenot yetYouTube ↗
  34. Getters and Settersnot yetYouTube ↗
  35. Subclassnot yetYouTube ↗
  36. Lec 10Understanding Program Efficiency, Part 1not yetYouTube ↗
  37. Lec 11Understanding Program Efficiency, Part 2not yetYouTube ↗
  38. Lec 12Searching and Sortingnot yetYouTube ↗

6.006 Introduction to Algorithms

Erik Demaine, Jason Ku and Justin Solomon: data structures, sorting, graphs, dynamic programming and complexity, with problem sessions and quiz reviews. Spring 2020.

  1. Lec 1Algorithms and Computationnot yetYouTube ↗
  2. Lec 2Data Structures and Dynamic Arraysnot yetYouTube ↗
  3. PS1Asymptotic Behavior of Functions and Double-endednot yetYouTube ↗
  4. Lec 3Sets and Sortingnot yetYouTube ↗
  5. Lec 4Hashingnot yetYouTube ↗
  6. PS2Problem Session 2not yetYouTube ↗
  7. Lec 5Linear Sortingnot yetYouTube ↗
  8. PS3Problem Session 3not yetYouTube ↗
  9. Lec 6Binary Trees, Part 1not yetYouTube ↗
  10. Lec 7Binary Trees, Part 2: AVLnot yetYouTube ↗
  11. PS4Problem Session 4not yetYouTube ↗
  12. Lec 8Binary Heapsnot yetYouTube ↗
  13. Lec 9Breadth-First Searchnot yetYouTube ↗
  14. Quiz 1Quiz 1 reviewnot yetYouTube ↗
  15. Lec 10Depth-First Searchnot yetYouTube ↗
  16. Lec 11Weighted Shortest Pathsnot yetYouTube ↗
  17. PS5Problem Session 5not yetYouTube ↗
  18. Lec 12Bellman-Fordnot yetYouTube ↗
  19. Lec 13Dijkstranot yetYouTube ↗
  20. PS7Problem Session 7not yetYouTube ↗
  21. Lec 14APSP and Johnsonnot yetYouTube ↗
  22. Quiz 2Quiz 2 Reviewnot yetYouTube ↗
  23. Lec 15Dynamic Programming, Part 1: SRTBOT, Fib, DAGs, Bowlingnot yetYouTube ↗
  24. Lec 16Dynamic Programming, Part 2: LCS, LIS, Coins 58:43
  25. PS8Problem Session 8not yetYouTube ↗
  26. Lec 17Dynamic Programming, Part 3: APSP, Parens, Pianonot yetYouTube ↗
  27. Lec 18Dynamic Programming, Part 4: Rods, Subset Sum, Pseudopolynomialnot yetYouTube ↗
  28. Lec 19Complexitynot yetYouTube ↗
  29. PS9Problem Session 9not yetYouTube ↗
  30. Quiz 3Quiz 3 Reviewnot yetYouTube ↗
  31. Lec 20Course Reviewnot yetYouTube ↗
  32. Lec 21Algorithms—Next Stepsnot yetYouTube ↗

6.046J Design and Analysis of Algorithms

Erik Demaine, Srini Devadas and Nancy Lynch: divide and conquer, randomization, flows, linear programming, NP-completeness, distributed algorithms and cryptography. Spring 2015.

  1. Lec 1Course Overview, Interval Schedulingnot yetYouTube ↗
  2. Lec 2Divide & Conquer: Convex Hull, Median Findingnot yetYouTube ↗
  3. R1Matrix Multiplication and the Master Theoremnot yetYouTube ↗
  4. Lec 3Divide & Conquer: FFTnot yetYouTube ↗
  5. R22-3 Trees and B-Treesnot yetYouTube ↗
  6. Lec 4Divide & Conquer: van Emde Boas Treesnot yetYouTube ↗
  7. Lec 5Amortization: Amortized Analysisnot yetYouTube ↗
  8. Lec 6Randomization: Matrix Multiply, Quicksortnot yetYouTube ↗
  9. R4Randomized Select and Randomized Quicksortnot yetYouTube ↗
  10. Lec 7Randomization: Skip Listsnot yetYouTube ↗
  11. Lec 8Randomization: Universal & Perfect Hashingnot yetYouTube ↗
  12. R5Dynamic Programmingnot yetYouTube ↗
  13. Lec 9Augmentation: Range Treesnot yetYouTube ↗
  14. Lec 10Dynamic Programming: Advanced DPnot yetYouTube ↗
  15. Lec 11Dynamic Programming: All-Pairs Shortest Pathsnot yetYouTube ↗
  16. Lec 12Greedy Algorithms: Minimum Spanning Treenot yetYouTube ↗
  17. R6Greedy Algorithmsnot yetYouTube ↗
  18. Lec 13Incremental Improvement: Max Flow, Min Cutnot yetYouTube ↗
  19. Lec 14Incremental Improvement: Matchingnot yetYouTube ↗
  20. R7Network Flow and Matchingnot yetYouTube ↗
  21. Lec 15Linear Programming: LP, reductions, Simplexnot yetYouTube ↗
  22. Lec 16Complexity: P, NP, NP-completeness, Reductionsnot yetYouTube ↗
  23. R8NP-Complete Problemsnot yetYouTube ↗
  24. Lec 17Complexity: Approximation Algorithmsnot yetYouTube ↗
  25. Lec 18Complexity: Fixed-Parameter Algorithmsnot yetYouTube ↗
  26. R9Approximation Algorithms: Traveling Salesman Problemnot yetYouTube ↗
  27. Lec 19Synchronous Distributed Algorithms: Symmetry-Breaking. Shortest-Paths Spanning Treesnot yetYouTube ↗
  28. Lec 20Asynchronous Distributed Algorithms: Shortest-Paths Spanning Treesnot yetYouTube ↗
  29. R10Distributed Algorithmsnot yetYouTube ↗
  30. Lec 21Cryptography: Hash Functionsnot yetYouTube ↗
  31. Lec 22Cryptography: Encryptionnot yetYouTube ↗
  32. R11Cryptography: More Primitivesnot yetYouTube ↗
  33. Lec 23Cache-Oblivious Algorithms: Medians & Matricesnot yetYouTube ↗
  34. Lec 24Cache-Oblivious Algorithms: Searching & Sortingnot yetYouTube ↗

6.034 Artificial Intelligence

Patrick Winston's classic course: search, constraints, learning, neural nets, support vector machines and probabilistic inference, with the Mega-Recitations. Fall 2010.

  1. Lec 1Introduction and Scopenot yetYouTube ↗
  2. Lec 2Reasoning: Goal Trees and Problem Solvingnot yetYouTube ↗
  3. Lec 3Reasoning: Goal Trees and Rule-Based Expert Systemsnot yetYouTube ↗
  4. Lec 4Search: Depth-First, Hill Climbing, Beamnot yetYouTube ↗
  5. Lec 5Search: Optimal, Branch and Bound, A*not yetYouTube ↗
  6. Lec 6Search: Games, Minimax, and Alpha-Betanot yetYouTube ↗
  7. Lec 7Constraints: Interpreting Line Drawingsnot yetYouTube ↗
  8. Lec 8Constraints: Search, Domain Reductionnot yetYouTube ↗
  9. Lec 9Constraints: Visual Object Recognitionnot yetYouTube ↗
  10. Lec 10Introduction to Learning, Nearest Neighborsnot yetYouTube ↗
  11. Lec 11Learning: Identification Trees, Disordernot yetYouTube ↗
  12. Lec 12aNeural Netsnot yetYouTube ↗
  13. Lec 12bDeep Neural Netsnot yetYouTube ↗
  14. Lec 13Learning: Genetic Algorithmsnot yetYouTube ↗
  15. Lec 14Learning: Sparse Spaces, Phonologynot yetYouTube ↗
  16. Lec 15Learning: Near Misses, Felicity Conditionsnot yetYouTube ↗
  17. Lec 16Learning: Support Vector Machinesnot yetYouTube ↗
  18. Lec 17Learning: Boostingnot yetYouTube ↗
  19. Lec 18Representations: Classes, Trajectories, Transitionsnot yetYouTube ↗
  20. Lec 19Architectures: GPS, SOAR, Subsumption, Society of Mindnot yetYouTube ↗
  21. Lec 21Probabilistic Inference Inot yetYouTube ↗
  22. Lec 22Probabilistic Inference IInot yetYouTube ↗
  23. Lec 23Model Merging, Cross-Modal Coupling, Course Summarynot yetYouTube ↗
  24. Mega-R1Rule-Based Systemsnot yetYouTube ↗
  25. Mega-R2Basic Search, Optimal Searchnot yetYouTube ↗
  26. Mega-R3Games, Minimax, Alpha-Betanot yetYouTube ↗
  27. Mega-R4Neural Netsnot yetYouTube ↗
  28. Mega-R5Support Vector Machinesnot yetYouTube ↗
  29. Mega-R6Boostingnot yetYouTube ↗
  30. Mega-R7Near Misses, Arch Learningnot yetYouTube ↗

18.01 Single Variable Calculus

David Jerison: differentiation, integration, techniques of integration and series. Fall 2006.

  1. Lec 1Derivatives, slope, velocity, rate of changenot yetYouTube ↗
  2. Lec 2Limits, continuity; Trigonometric limitsnot yetYouTube ↗
  3. Lec 3Derivatives of products, quotients, sine, cosinenot yetYouTube ↗
  4. Lec 4Chain rulenot yetYouTube ↗
  5. Lec 5Implicit differentiation, inversesnot yetYouTube ↗
  6. Lec 6Exponential and log; Logarithmic differentiation; hyperbolic functionsnot yetYouTube ↗
  7. Lec 7Hyperbolic functions (cont.) and exam 1 reviewnot yetYouTube ↗
  8. Lec 9Linear and quadratic approximationsnot yetYouTube ↗
  9. Lec 10Approximations (cont.); curve sketchingnot yetYouTube ↗
  10. Lec 11Max-min problemsnot yetYouTube ↗
  11. Lec 12Related ratesnot yetYouTube ↗
  12. Lec 13Newton's method and other applicationsnot yetYouTube ↗
  13. Lec 14Mean value theorem; Inequalitiesnot yetYouTube ↗
  14. Lec 15Differentials, antiderivativesnot yetYouTube ↗
  15. Lec 16Differential equations, separation of variablesnot yetYouTube ↗
  16. Lec 18Definite integralsnot yetYouTube ↗
  17. Lec 19First fundamental theorem of calculusnot yetYouTube ↗
  18. Lec 20Second fundamental theoremnot yetYouTube ↗
  19. Lec 21Applications to logarithms and geometrynot yetYouTube ↗
  20. Lec 22Volumes by disks and shellsnot yetYouTube ↗
  21. Lec 23Work, average value, probabilitynot yetYouTube ↗
  22. Lec 24Numerical integrationnot yetYouTube ↗
  23. Lec 25Exam 3 reviewnot yetYouTube ↗
  24. Lec 27Trigonometric integrals and substitutionnot yetYouTube ↗
  25. Lec 28Integration by inverse substitution; completing the squarenot yetYouTube ↗
  26. Lec 29Partial fractionsnot yetYouTube ↗
  27. Lec 30Integration by parts, reduction formulaenot yetYouTube ↗
  28. Lec 31Parametric equations, arclength, surface areanot yetYouTube ↗
  29. Lec 32Polar coordinates; area in polar coordinatesnot yetYouTube ↗
  30. Lec 33Exam 4 reviewnot yetYouTube ↗
  31. Lec 35Indeterminate forms - L'Hospital's rulenot yetYouTube ↗
  32. Lec 36Improper integralsnot yetYouTube ↗
  33. Lec 37Infinite series and convergence testsnot yetYouTube ↗
  34. Lec 38Taylor's seriesnot yetYouTube ↗
  35. Lec 39Final reviewnot yetYouTube ↗

18.06 Linear Algebra

Gilbert Strang's course, the most-watched on the channel: elimination, the four subspaces, projections, determinants, eigenvalues and the SVD. Spring 2005.

  1. An Interview with Gilbert Strang on Teaching Linear Algebranot yetYouTube ↗
  2. Lec 1The Geometry of Linear Equationsnot yetYouTube ↗
  3. Lec 2Elimination with Matricesnot yetYouTube ↗
  4. Lec 3Multiplication and Inverse Matricesnot yetYouTube ↗
  5. Lec 4Factorization into A = LUnot yetYouTube ↗
  6. Lec 5Transposes, Permutations, Spaces R^nnot yetYouTube ↗
  7. Lec 6Column Space and Nullspacenot yetYouTube ↗
  8. Lec 7Solving Ax = 0: Pivot Variables, Special Solutionsnot yetYouTube ↗
  9. Lec 8Solving Ax = b: Row Reduced Form Rnot yetYouTube ↗
  10. Lec 9Independence, Basis, and Dimensionnot yetYouTube ↗
  11. Lec 10The Four Fundamental Subspacesnot yetYouTube ↗
  12. Lec 11Matrix Spaces; Rank 1; Small World Graphsnot yetYouTube ↗
  13. Lec 12Graphs, Networks, Incidence Matricesnot yetYouTube ↗
  14. Lec 13Quiz 1 Reviewnot yetYouTube ↗
  15. Lec 14Orthogonal Vectors and Subspacesnot yetYouTube ↗
  16. Lec 15Projections onto Subspacesnot yetYouTube ↗
  17. Lec 16Projection Matrices and Least Squaresnot yetYouTube ↗
  18. Lec 17Orthogonal Matrices and Gram-Schmidtnot yetYouTube ↗
  19. Lec 18Properties of Determinantsnot yetYouTube ↗
  20. Lec 19Determinant Formulas and Cofactorsnot yetYouTube ↗
  21. Lec 20Cramer's Rule, Inverse Matrix, and Volumenot yetYouTube ↗
  22. Lec 21Eigenvalues and Eigenvectorsnot yetYouTube ↗
  23. Lec 22Diagonalization and Powers of Anot yetYouTube ↗
  24. Lec 23Differential Equations and exp(At)not yetYouTube ↗
  25. Lec 24Markov Matrices; Fourier Seriesnot yetYouTube ↗
  26. Lec 24bQuiz 2 Reviewnot yetYouTube ↗
  27. Lec 25Symmetric Matrices and Positive Definitenessnot yetYouTube ↗
  28. Lec 26Complex Matrices; Fast Fourier Transformnot yetYouTube ↗
  29. Lec 27Positive Definite Matrices and Minimanot yetYouTube ↗
  30. Lec 28Similar Matrices and Jordan Formnot yetYouTube ↗
  31. Lec 29Singular Value Decompositionnot yetYouTube ↗
  32. Lec 30Linear Transformations and Their Matricesnot yetYouTube ↗
  33. Lec 31Change of Basis; Image Compressionnot yetYouTube ↗
  34. Lec 32Quiz 3 Reviewnot yetYouTube ↗
  35. Lec 33Left and Right Inverses; Pseudoinversenot yetYouTube ↗
  36. Lec 34Final Course Reviewnot yetYouTube ↗

8.04 Quantum Physics I

Allan Adams: superposition, the wave function, the Schrödinger equation, the harmonic oscillator, scattering, angular momentum, hydrogen and entanglement. Spring 2013.

  1. Lec 1Introduction to Superposition 1:16:06
  2. Lec 2Experimental Facts of Lifenot yetYouTube ↗
  3. Lec 3The Wave Functionnot yetYouTube ↗
  4. Lec 4Expectations, Momentum, and Uncertaintynot yetYouTube ↗
  5. Lec 5Operators and the Schrödinger Equationnot yetYouTube ↗
  6. Lec 6Time Evolution and the Schrödinger Equationnot yetYouTube ↗
  7. Lec 7More on Energy Eigenstatesnot yetYouTube ↗
  8. Lec 8Quantum Harmonic Oscillatornot yetYouTube ↗
  9. Lec 9Operator Methods for the Harmonic Oscillatornot yetYouTube ↗
  10. Lec 10Clicker Bonanza and Dirac Notationnot yetYouTube ↗
  11. Lec 11Dispersion of the Gaussian and the Finite Wellnot yetYouTube ↗
  12. Lec 12The Dirac Well and Scattering off the Finite Stepnot yetYouTube ↗
  13. Lec 13More on Scatteringnot yetYouTube ↗
  14. Lec 14Resonance and the S-Matrixnot yetYouTube ↗
  15. Lec 15Eigenstates of the Angular Momentum Part 1not yetYouTube ↗
  16. Lec 16Eigenstates of the Angular Momentum Part 2not yetYouTube ↗
  17. Lec 17More on Central Potentialsnot yetYouTube ↗
  18. Lec 18"Hydrogen" and its Discontentsnot yetYouTube ↗
  19. Lec 19Identical Particlesnot yetYouTube ↗
  20. Lec 20Periodic Lattices Part 1not yetYouTube ↗
  21. Lec 21Periodic Lattices Part 2not yetYouTube ↗
  22. Lec 22Metals, Insulators, and Semiconductorsnot yetYouTube ↗
  23. Lec 23More on Spinnot yetYouTube ↗
  24. Lec 24Entanglement: QComputing, EPR, and Bell's Theoremnot yetYouTube ↗
  25. Experiment 2: Effective Massnot yetYouTube ↗

7.012 Introduction to Biology

Eric Lander and Robert Weinberg: biochemistry, genetics, molecular biology, recombinant DNA, cancer, immunology and stem cells. Fall 2004.

  1. Lec 1Introduction (Prof. Robert A. Weinberg)not yetYouTube ↗
  2. Lec 2Biochemistry 1 (Prof. Robert A. Weinberg)not yetYouTube ↗
  3. Lec 3Biochemistry 2 (audio only)not yetYouTube ↗
  4. Lec 4Biochemistry 3 (Prof. Robert A. Weinberg)not yetYouTube ↗
  5. Lec 5Biochemistry 4 (Prof. Robert A. Weinberg)not yetYouTube ↗
  6. Lec 6Genetics 1 (Prof. Eric Lander)not yetYouTube ↗
  7. Lec 7Genetics 2 (Prof. Eric Lander)not yetYouTube ↗
  8. Lec 8Genetics 3 (Prof. Eric Lander)not yetYouTube ↗
  9. Lec 9Human Genetics (Prof. Eric Lander)not yetYouTube ↗
  10. Lec 10Molecular Biology 1 (Prof. Eric Lander)not yetYouTube ↗
  11. Lec 11Molecular Biology 2 (Prof. Eric Lander)not yetYouTube ↗
  12. Lec 12Molecular Biology 3 (Prof. Eric Lander)not yetYouTube ↗
  13. Lec 13Gene Regulation (Prof. Eric Lander)not yetYouTube ↗
  14. Lec 14Protein Localization (Dr. Claudette Gardel)not yetYouTube ↗
  15. Lec 15Recombinant DNA 1 (Prof. Eric Lander)not yetYouTube ↗
  16. Lec 16Recombinant DNA 2 (Prof. Eric Lander)not yetYouTube ↗
  17. Lec 17Recombinant DNA 3 (Prof. Eric Lander)not yetYouTube ↗
  18. Lec 18Recombinant DNA 4 (Prof. Eric Lander)not yetYouTube ↗
  19. Lec 19Cell Cycle/Signaling (Prof. Robert A. Weinberg)not yetYouTube ↗
  20. Lec 20Cancer (Prof. Robert A. Weinberg)not yetYouTube ↗
  21. Lec 21Virology/Tumor Viruses (Prof. Robert A. Weinberg)not yetYouTube ↗
  22. Lec 22Immunology 1 (Prof. Robert A. Weinberg)not yetYouTube ↗
  23. Lec 23Immunology 2 (Prof. Robert A. Weinberg)not yetYouTube ↗
  24. Lec 24AIDS (Prof. Robert A. Weinberg)not yetYouTube ↗
  25. Lec 25Genomics (Prof. Eric Lander)not yetYouTube ↗
  26. Lec 26Nervous System 1 (Prof. Eric Lander)not yetYouTube ↗
  27. Lec 27Nervous System 2 (Prof. Eric Lander)not yetYouTube ↗
  28. Lec 28Nervous System 3 (Dr. Andrew Chess, Guest Lecturer)not yetYouTube ↗
  29. Lec 29Stem Cells/Cloning 1 (Prof. Robert A. Weinberg)not yetYouTube ↗
  30. Lec 30Stem Cells/Cloning 2 (Prof. Robert A. Weinberg)not yetYouTube ↗
  31. Lec 31Molecular Medicine 1 (Prof. Robert A. Weinberg)not yetYouTube ↗
  32. Lec 32Molecular Evolution (Prof. Robert A. Weinberg)not yetYouTube ↗
  33. Lec 33Molecular Medicine 2 (Prof. Eric Lander)not yetYouTube ↗
  34. Lec 34Human Polymorphisms and Cancer Classification (Prof. Eric Lander)not yetYouTube ↗
  35. Lec 35Future of Biology (Prof. Robert A. Weinberg)not yetYouTube ↗

14.01 Principles of Microeconomics

Jonathan Gruber: supply and demand, consumer and producer theory, competition, monopoly, input markets, trade, uncertainty and market failures. Fall 2018.

  1. Lec 1Introduction and Supply & Demand 34:47
  2. Lec 2Preferences and Utility Functionsnot yetYouTube ↗
  3. Lec 3Budget Constraints and Constrained Choicenot yetYouTube ↗
  4. Lec 4Demand Curves and Income/Substitution Effectsnot yetYouTube ↗
  5. Lec 5Production Theorynot yetYouTube ↗
  6. Lec 6Costsnot yetYouTube ↗
  7. Lec 7Competition Inot yetYouTube ↗
  8. Lec 8Competition IInot yetYouTube ↗
  9. Lec 9Supply and Demand & Consumer/Producer Surplusnot yetYouTube ↗
  10. Lec 10Welfare Economicsnot yetYouTube ↗
  11. Lec 11Monopoly Inot yetYouTube ↗
  12. Lec 12Monopoly IInot yetYouTube ↗
  13. Lec 13Oligopolynot yetYouTube ↗
  14. Lec 14Oligopoly IInot yetYouTube ↗
  15. Lec 15Input Markets I—Labor Marketnot yetYouTube ↗
  16. Lec 16Input Markets II—Labor and Capitalnot yetYouTube ↗
  17. Lec 17Making Choices Over Timenot yetYouTube ↗
  18. Lec 18Increasing Savings & Introduction to Tradenot yetYouTube ↗
  19. Lec 19International Trade: Welfare and Policynot yetYouTube ↗
  20. Lec 20Uncertaintynot yetYouTube ↗
  21. Lec 21Efficiency and Equitynot yetYouTube ↗
  22. Lec 22Government Redistribution and Taxationnot yetYouTube ↗
  23. Lec 23Market Failures I: Externalitiesnot yetYouTube ↗
  24. Lec 23Market Failures I: Externalitiesnot yetYouTube ↗
  25. Lec 24Market Failures II: Informational Asymmetrynot yetYouTube ↗
  26. Lec 25Health Economicsnot yetYouTube ↗

9.00SC Introduction to Psychology

John Gabrieli: the brain, perception, attention, memory, language, intelligence, emotion, personality, development, stress, psychopathology and social psychology. Fall 2011.

  1. Lec 1Introductionnot yetYouTube ↗
  2. Lec 2Science and Researchnot yetYouTube ↗
  3. Lec 3Brain I: Structure and Functionsnot yetYouTube ↗
  4. Lec 4Brain II: Methods of Researchnot yetYouTube ↗
  5. Lec 5Vision 1not yetYouTube ↗
  6. Lec 6Vision 2not yetYouTube ↗
  7. Lec 7Attentionnot yetYouTube ↗
  8. Lec 8Consciousnessnot yetYouTube ↗
  9. Lec 9Learningnot yetYouTube ↗
  10. Lec 10Memory Inot yetYouTube ↗
  11. Lec 11Memory II - Amnesia and Memory Systemsnot yetYouTube ↗
  12. Lec 12Languagenot yetYouTube ↗
  13. Lec 13Thinkingnot yetYouTube ↗
  14. Lec 14Intelligencenot yetYouTube ↗
  15. Lec 15Emotion & Motivationnot yetYouTube ↗
  16. Lec 16Personalitynot yetYouTube ↗
  17. Lec 17Child Developmentnot yetYouTube ↗
  18. Lec 18Adult Developmentnot yetYouTube ↗
  19. Lec 19Stressnot yetYouTube ↗
  20. Lec 20Psychopathology Inot yetYouTube ↗
  21. Lec 21Psychopathology IInot yetYouTube ↗
  22. Lec 22Social Psychology Inot yetYouTube ↗
  23. Lec 23Social Psychology IInot yetYouTube ↗
  24. Lec 24Conclusions - Evolutionary Psychology, Happinessnot yetYouTube ↗