List of Science & Math courses with video lectures

Please note this is collection of courses on Science and math, please do not add talks to the list.

Physics

• General (uncategorized)

  • 8.01 Physics I: Classical Mechanics, Fall 1999, Walter Lewin (YouTube)
  • 8.02 Physics II: Electricity and Magnetism, Spring 2002, Walter Lewin (YouTube)
  • 8.03 Physics III: Vibrations and Waves, Fall 2004, Walter Lewin (YouTube)
  • Collection of Physics video lectures
  • The Mechanical Universe - Caltech
  • 8.421 Atomic and Optical Physics I, MIT OCW
  • 8.422 Atomic and Optical Physics II, MIT OCW
  • 8.821 String Theory and Holographic Duality, MIT OCW
  • 8.851 Effective Field Theory, MIT OCW
  • The Theoretical Minimum, Leonard Susskind, Stanford University (YouTube - All lectures in order), courses:
    • Classical Mechanics
    • Quantum Mechanics
    • Special Relativity and Electrodynamics
    • General Relativity
    • Cosmology
    • Statistical Mechanics
    • Advanced Quantum Mechanics
    • Higgs Boson
    • Quantum Entanglement
    • Relativity
    • Particle Physics 1: Basic Concepts
    • Particle Physics 2: Standard Model
    • Particle Physics 3: Supersymmetry and Grand Unification
    • String Theory
    • Cosmology and Black Holes
  • PHYS 200: FUNDAMENTALS OF PHYSICS I, Yale University
  • PHYS 201: FUNDAMENTALS OF PHYSICS II, Yale University
  • Physics 3A: Basic Physics (English), UC Irvine
  • Physics 3B: Basic Physics II (English)
  • Physics 3C: Basic Physics III (English), UC Irvine
  • Physics 255: General Relativity, UC Irvine
  • Physics 20B: Cosmology (English), UC Irvine
  • Neutrino Physics (Amol Dighe), Tata Institute of Fundamental Research
  • Physics 121 Spring 2015, Santa Barbara City College
  • Physics 122 Fall 2013, Santa Barbara City College
  • SBCC Physics 123 Spring 2014, Santa Barbara City College
  • Supersymmetry (University of Cambridge)
  • Introduction to Nuclear Physics MIT
  • Tensor Calculus, Multilinear Algebra and Differential Geometry (General Relativity Prerequisites)
  • Phys 237: Gravitational Waves with Kip Thorne - Caltech

• Mathematical Physics

  • Geometric Anatomy of Theoretical Physics - Fredric Schuller
  • Group Theory and Topology (2017) - By Prof. Gautam Mandal
  • Mathematical Physics - Carl Bender
  • Physics - Selected Topics in Mathematical Physics - IIT Madras
  • Mathematics methods in Physics-I - NPTEL

• Quantum Physics

  • 8.04 Quantum Physics I, MIT OCW
  • 8.05 Quantum Physics II, MIT OCW
  • Lectures on Quantum Theory, Fredric Schuller
  • Quantum Mechanics - Oxford University
  • Relativistic Quantum Mechanics
  • Physics 253: Quantum Field Theory Lectures by Sidney R. Coleman, Harvard University
  • Quantum Field Theory II, Tata Institute of Fundamental Research
  • Quantum Field Theory (University of Cambridge)
  • Quantum Field Theory, String Theory and Beyond, Israel Institute for Advanced Studies

• Relativity

  • General Relativity (Sunil Mukhi), Tata Institute of Fundamental Research
  • Mathematical and Physical Foundations of General Relativity - Dr.Frederic Schuller
  • General Relativity (2017) - By Prof. Shiraz Minwalla
  • General Relativity 2019 - Colorado School of Mines

• Astronomy/Astrophysics/Cosmology

  • ASTR 160: FRONTIERS AND CONTROVERSIES IN ASTROPHYSICS, Yale University
  • 8.286 The Early Universe
  • Intro to Astronomy Sessions by PhysicistMichael
  • Introduction to Astronomy
  • Introductory Summer School in Astronomy and Astrophysics - 2021
  • Astronomy and Astrophysics - An Introductory Survey, A lecture series by Prof. G. Srinivasan
  • Radio Astronomy Winter School (RAWS) 2020
  • SPPU Introductory astronomy and astrophysics
  • Summer Course 2019: Neutron Stars and Black Holes
  • Summer Course 2018: A Random Walk In Astro-physics
  • Astrophysics & Cosmology
  • Fall 2016 Course: Analytical Methods & Applications to Astrophysics & Astronomy

• Computational Physics

  • Computational Physics Course in Python, Rutgers 2021
  • Landau Computational Physics Course
  • SPARC Workshop on Machine Learning in Solar Physics and Space Weather

• String Theory

  • LHC for String Theorists, Sunil Mukhi, Tata Institute of Fundamental Research
  • String Theory, Shiraz Minwalla, Tata Institute of Fundamental Research
  • Strings2 (2016) - By Prof. Shiraz Minwalla

• Statistical Mechanics

  • Physics 12c Statistical Mechanics - Caltech
  • 8.333 Statistical Mechanics I: Statistical Mechanics of Particles, MIT OCW
  • 8.334 Statistical Mechanics II: Statistical Physics of Fields, MIT OCW

• Particle Physics

  • Particle Physics 2018 - Colorado School of Mines
  • Nuclear and Particle Physics - IIT Guwahati

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Mathematics

• Mathematics 10B - Methods of Mathematics: Calculus, Statistics and Combinatorics, Spring 2014 - UC Berkeley

• Calculus

  • 18.01 Single Variable Calculus (Fall 2006) - MIT OCW
  • Calculus Revisited: Single Variable Calculus - MIT OCW
  • Mathematics 16A - Analytic Geometry and Calculus, Thomas Scanlon, Fall 2013 - UC Berkeley
  • 18.02 Multivariable Calculus (Fall 2007) - MIT OCW
  • Calculus Revisited: Multivariable Calculus - MIT OCW
  • Mathematics 16B - Analytic Geometry and Calculus Professor Alexander Paulin, Spring 2023 - UC Berkeley
  • Mathematics 16B - Analytic Geometry and Calculus Professor Thomas Scanlon, Fall 2011 - UC Berkeley
  • Mathematics 53 Multivariable Calculus - UC Berkeley
  • 18.03 Differential Equations (Spring 2010) - MIT OCW
  • Highlights of Calculus, Gilbert Strang - MIT OCW
  • Mathematics 16A Analytic Geometry and Calculus, Fall 2011 - UCBerkeley
  • Mathematics 16B Analytic Geometry and Calculus, Fall 2011 - UCBerkeley
  • Calculus I - New York University
  • Calculus One - Ohio State University
  • Calculus III: Multivariable Calculus (Princeton University)
  • Calculus - University of Houston
  • Calculus Revisited: Complex Variables, Differential Equations, and Linear Algebra - MIT OCW
  • Mathematics 1A - Calculus, Alexander Paulin, Fall 2019 - UC Berkeley
  • Math 31A Differential & Integral Calculus, UCLA
  • Math 1210, Calculus 1 - University of Utah
  • Math 1220, Calculus 2 - University of Utah
  • Math 2210, Calculus 3 - University of Utah
  • Math 241, Calculus III - University of Maryland
  • Math 246, Differential Equations for Engineers - University of Maryland
  • MA 107 Precalculus I - NCSU
  • MA 121 Elements of Calculus - NCSU
  • MA 141 Calculus I - NCSU
  • MA 241 Calculus II - NCSU
  • MA 242 Calculus III - NCSU
  • MA 341 Applied Differential Equations I - NCSU
  • MAT 137 Calculus with proofs, Fall 2020 - University of Toronto

• Linear Algebra

  • 18.06SC Linear Algebra (Fall 2011) - MIT OCW
  • Linear Algebra (Princeton University)
  • MATH 401: Applications of Linear Algebra - University of Maryland
  • MATH 461: Linear Algebra for Scientists and Engineers - University of Maryland
  • Part 1 Linear Algebra: An In-Depth Introduction with a Focus on Applications (Part 2 Part 3)
  • A first course in Linear Algebra - N J Wildberger - UNSWelearning
  • MATH 3328/2318 Linear Algebra - Lamar
  • Math 220 - Introductory Linear Algebra, Fall 2013 - WSU
  • Math 6643 - Numerical Linear Algebra, Fall 2023 - Georgia Tech
  • Basic Linear Algebra - LadislauFernandes

• Probability & Statistics

  • 6.041 Probabilistic Systems Analysis and Applied Probability - MIT OCW
  • Statistics 110: Probability - Harvard University
  • Stat 2 - Fall 2006: Introduction to Statistics - UC Berkeley
  • Statistics 20, Fall 2010 - UCBerkeley
  • Statistics 21 - Introductory Probability and Statistics for Business, Fall 2009 - UCBerkeley
  • Introduction to Statistics and Data Analysis - University of Michigan
  • Math 3C Probability for Math Science - UCLA
  • 6.262 Discrete Stochastic Processes - MIT OCW
  • DTU: Introduction to Statistics
  • Probability & Statistics with Prof David Spiegelhalter

• General (uncategorized)

  • Math Foundations A (1-79) - Prof Wildberger (B (80-149), C (150-- ) )
  • 18.085 Computational Science and Engineering I - MIT OCW
  • 18.086 Mathematical Methods for Engineers II - MIT OCW
  • Advanced Scientific Computing: Numerical Methods, Fall 2013 - Harvard University
  • Introduction to Numerical Analysis I - NCSU
  • 18.330 Introduction to Numerical Analysis, Spring 2020 - MIT (Videos)
  • Tensor Calculus and the Calculus of Moving Surfaces
  • Abstract Algebra - Harvard University (Another link)
  • Sets, Counting, and Probability - Harvard University
  • Lie Groups - Harvard University
  • Geometry - Prof Dr CEM TEZER - METU Math373
  • Algebraic Topology - Prof Dr YILDIRAY OZAN - METU Math537 - 2020 Fall
  • Algebraic Topology: a beginner's course - N J Wildberger - UNSWelearning
  • Group Theory - LadislauFernandes
  • Group Theory - Ben Garside
  • Ted Chinburg's Lectures on Algebraic Number Theory - Math 620 (Math 621 Math 720 Math 721)
  • Algebraic Knot Theory - University of Toronto
  • Geometric Representation Theory Seminar - Fall 2007 - UC Riverside
  • Morse Theory: UGA 2012
  • Lie Groups 2012, University of Utrecht
  • MATH 274: History of Mathematics - University of Maryland
  • MATH 406: Number Theory - University of Maryland
  • MATH 430: Euclidean and Non-Euclidean Geometry - University of Maryland
  • MATH 463: Complex Variables - University of Maryland
  • MATH 648W: Wavelet Theory and Waveform Design - University of Maryland
  • Arithmetic geometry - Clay Mathematics Institute Summer School 2006
  • 12-267 Advanced Ordinary Differential Equations, Fall 2012 - University of Toronto
  • 15-859S / 21-801A: Analysis of Boolean Functions 2012 - CMU
  • Topics in Logic: Computability Theory, Sp 2011 - University of Colorado Boulder
  • Calculus I with Professor Richard Delaware - University of Missouri - Kansas City
  • Introduction to Real Analysis - METU Math349 - Fall 2020 - Prof Dr YILDIRAY OZAN
    • Lecture outline
    • Lecture notes
    • Recitation hours - Sadık Terzi
  • Introduction to Analysis - UC Berkeley Math 104 - Fall 2021 (YouTube)
  • MATH-501 Real Analysis - I (Another link)
  • Real Analysis - Harvey Mudd College
  • 18.100A (Real Analysis) - MIT
  • 18.100B (Real Analysis) - MIT
  • Math312 (Linear algebra) - UPenn
  • Math340 (Homological algebra) - UPenn
  • Math350 (Number theory) - UPenn (YouTube)
  • Math371 (Algebra II), 2011 - UPenn
  • Math371 (Algebra II), 2014 - UPenn
  • Math602 (Graduate algebra 1), 2011 - UPenn
  • Math602 (Graduate algebra 1), 2013 - UPenn
  • Math603 (Graduate algebra 2), 2014 - UPenn
  • Math702 (Algebraic number theory) - UPenn
  • Math703 (Algebraic number theory II) - UPenn
  • Number Theory of 2015, James Cook - Liberty University
  • UCCS Video Course Archive - requires free registration
  • History of Mathematics - N J Wildberger - UNSWelearning
  • Hyperbolic Geometry - N J Wildberger - UNSWelearning
  • Rational Trigonometry--- N J Wildberger - UNSWelearning
  • Trigonometry - Harrisburg Area Community College
  • Vector Calculus @ UNSW Sydney. Dr Chris Tisdell - UNSWelearning
  • Videos of Probability and Statistics Courses - compiled by Dr. M. Hlynka, University of Windsor
  • Dynamics - 2021 - University of Florida
  • ME 240 Dynamics - Fall 2021 - University of Wisconsin-Madison
  • Dynamical Systems and Ergodic Theory - Spring 2024 - ETH Zürich
  • Math 139 Fourier Analysis by Winston Ou (YouTube)
  • 18.103 - Fourier Analysis: Theory and Applications - MIT
  • EE261 - The Fourier Transform and its Applications
  • EE263 - Introduction to Linear Dynamical Systems
  • EE364A - Convex Optimization I
  • EE364B - Convex Optimization II
  • EE230 - Probability and Random Variables, METUOpenCourseWare
  • Advanced Complex Analysis - Part 1:Zeros of Analytic Functions,Analytic continuation, Monodromy, Hyperbolic Geometry and the Reimann Mapping Theorem - IIT Madras
  • Advanced Complex Analysis - Part 2: Compactness of Meromorphic Functions in the Spherical Metric, Spherical Derivative, Normality, Theorems of Marty-Zalcman-Montel-Picard-Royden-Schottky - IIT Madras
  • A Basic Course in Real Analysis - IIT Kharagpur
  • Advanced Engineering Mathematics - IIT Kharagpur
  • Advanced Matrix Theory and Linear Algebra for Engineers - IISC Bangalore
  • An Introduction to Riemann Surfaces and Algebraic Curves: Complex 1-Tori and Elliptic Curves - IIT Madras
  • Applied Multivariate Analysis - IIT Kanpur
  • Basic Algebraic Geometry : Varieties, Morphisms, Local Rings, Function Fields and Nonsingularity - IIT Madras
  • Calculus of Variations and Integral Equations - IIT Kanpur
  • Complex Analysis - IIT GUWAHATI
  • Convex Optimization - IIT Kanpur
  • Discrete Mathematics - IIT Roorkee
  • Dynamic Data Assimilation: an introduction - IIT Madras
  • Elementary Numerical Analysis - IIT Bombay
  • Foundations of Optimization - IIT Kanpur
  • Functional Analysis - IIT Kharagpur
  • Linear Algebra - IIT Madras
  • Linear programming and Extensions - IIT Kanpur
  • Mathematical Logic - IIT Madras
  • Measure and Integration - IIT Bombay
  • Applied Multivariate Statistical Modeling - IIT Kharagpur
  • An invitation to mathematics - IIT Madras
  • Basic Calculus for Engineers, Scientists and Economists - IIT Kanpur
  • Curves and Surfaces - IIT Kanpur
  • Differential Calculus in Several Variables - IIT Kanpur
  • Discrete Mathematics - IIT Madras
  • Partial Differential Equations (PDE) for Engineers: Solution by Separation of Variables - IIT Kharagpur
  • Probability and Statistics - IIT Kharagpur
  • Probability and Stochastics for finance - IIT Kanpur
  • Stochastic Processes - 1 - IIT Bombay
  • Numerical methods of Ordinary and Partial Differential Equations - IIT Kharagpur
  • Optimization - IIT Kharagpur
  • Ordinary Differential Equations and Applications - IISC Bangalore
  • Probability and Statistics - IIT Kharagpur
  • Probability Theory and Applications - IIT Kanpur
  • Real Analysis - IIT Madras
  • Regression Analysis - IIT Kharagpur
  • Statistical Inference - IIT Kharagpur
  • Stochastic Processes - IIT Bombay
  • Statistical Methods for Scientists and Engineers - IIT Kharagpur
  • Mathematics 128A - Numerical Analysis, Spring 2014 - UC Berkeley
  • Algebraic Lie Theory - Cambridge University
  • Analysis on Graphs and its Applications - Cambridge University
  • Combinatorics and Statistical Mechanics - Cambridge University
  • GRASP Lecture Series: Geometry, Representations, and some Physics - The University of Texas at Austin
  • Lectures on Topology and Field Theories - University of Notre Dame
  • Mathematical Analysis - University of Nottingham (YouTube)
  • Math 1010 (Intermediate Algebra) - University of Utah
  • Math 1050, College Algebra - University of Utah
  • Math 1090, Business Algebra - University of Utah
  • Math 1030, Introduction to Quantitative Reasoning - University of Utah
  • Math 1060, Trigonometry - University of Utah
  • Math 646 - Mathematical Problems II - TAMU
  • Applied Complex Variables (Math 3160) - UoU
  • Differential Equations and Linear Algebra (Math 2250) - UoU
  • Partial Differential Equations (Math 3150) - UoU
  • Vector Calculus and Partial Differential Equations (Math 3140) - UoU
  • 01325 Mathematics 4 Real Analysis F13
  • MATH 676: Finite element methods in scientific computing - TAMU
  • CS 198-087: Introduction to Mathematical Thinking - UC Berkeley
  • Introduction to Mathematical Thinking - Stanford Online
  • 18.102: Introduction to Functional Analysis - MIT
  • Mathematics - Foundations of Pure Mathematics - University of Nottingham
  • Mathematics - Functional Analysis - University of Nottingham
  • Topology & Geometry by Dr Tadashi Tokieda
  • Lecture Series on Bing topology and Casson handles - Max Planck Institute for Mathematics
  • Classification of Topological 4-manifolds (Semester on 4-manifolds) - Max Planck Institute for Mathematics
  • Holistic Numerical Methods
  • Tim Gowers - Computational Complexity and Quantum Compuation
  • Topology - ThoughtSpaceZero
  • Lectures on Basic Algebraic Geometry by Miles Reid (WCU project)
  • Lectures on Algebraic Surfaces by Miles Reid (WCU project)
  • Math 240 - Linear algebra and differential equations (Fall 2018) - Ted Chinburg - UPenn
  • Math 720 - Advanced Number Theory (Fall 2018)
  • Math 210 - Mathematics in the information age (Spring 2018)
  • Math 702 - Topics in Algebra (Spring 2018)
  • Math 603 - Graduate Algebra (Spring 2017)
  • Math 350 - Number theory (Fall 2014)
  • Math 371 - Second semester undergraduate abstract algebra (Fall 2014)
  • Math 602 - Abstract Algebra (Fall 2013)
  • Math 603 - Abstract Algebra (Spring 2014)
  • Math 108 - Introduction to Abstract Mathematics (Winter 2021) - Eric Babson - UC Davis
  • Math 151 - Finite Mathematics (Fall 2023) - Jonathan Noel - University of Victoria

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Chemistry

• CHEM 125A: FRESHMAN ORGANIC CHEMISTRY I, Yale University
• CHEM 125B: FRESHMAN ORGANIC CHEMISTRY II, Yale University

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