Browse Lessons

Lecture 17: Python Classes

Lecture 9: Lambda Functions, Tuples, and Lists

Lecture 5: Floats and Approximation Methods

Lecture 15: Recursion

Lecture 24: Sorting Algorithms

Lecture 26: List Access, Hashing, Simulations, and Wrap-Up

Lecture 18: More Python Class Methods

Lecture 8: Functions as Objects

Lecture 20: Fitness Tracker Object-Oriented Programming Example

Lecture 7: Decomposition, Abstraction, and Functions

Lecture 13: Exceptions and Assertions

5 Million Subscribers – An OCW Odyssey

Navigating Open Licensing: Strategies for Access and Reuse

Lecture 23: Visualizing Data

Lecture 16: (More) Explanatory Data Analysis: Nonparametric Comparisons and Regressions

Lecture 12: Assessing and Deriving Estimators

Lecture 11: Special Distributions, continued. The Sample Mean, Central Limit Theorem, and Estimation

Lecture 14: Causality

Lecture 07: Functions of Random Variables

Lecture 19: Practical Issues in Running Regressions

Lecture 21: Endogeneity and Instrument Variables

Lecture 02: Fundamentals of Probability

Lecture 15: Analyzing Randomized Experiments

Lecture 01: Introduction to 14.310x Data Analysis for Social Scientists

Lecture 05: Summarizing and Describing Data

Lecture 04: Gathering and Collecting Data

Lecture 03: Random Variables, Distributions, and Joint Distributions

Lecture 13. Confidence Intervals, Hypothesis Testing, and Power Calculations

Lecture 20: Omitted Variable Bias

Lecture 17: The Linear Model

Lecture 08: Moments of Distribution

Lecture 09: Expectation, Variance, and Introduction to Regression

Lecture 06: Joint, Marginal, and Conditional Distributions

Lecture 22: Experimental Design

Lecture 10: Special Distributions

Lecture 18: The Multivariate Model

Lecture 18: Discrete Symmetries

Lecture 9: Path Integral Formalism for QFT; Computation of Time-Ordered Correlation Functions

Lecture 11: Computation of Correlation Functions in Perturbation Theory and Feynman Diagrams

Lecture 13: Introducing the Dirac Equation

Lecture 24: Elementary Processes in QED (I)

Lecture 12: More on Perturbation Theory and Feynman Diagrams

Lecture 25: Elementary Processes in QED (II)

Lecture 8: Path Integral Formalism for Non-Relativistic Quantum Mechanics

Lecture 3: Why Quantum Field Theory

Lecture 6: Propagators and Green Functions

Lecture 1: Classical Field Theories and Principle of Locality

Lecture 21: Quantum Maxwell Theory (continued)