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Academic Discipline

Physics & Cosmology

Quantum mechanics, general relativity, classical mechanics, statistical physics, quantum field theory, and astrophysics.

18courses·166standalone talks·404total lectures

Subfields

All Physics404 Relativity & Cosmology153 Quantum Mechanics139 Classical & Statistical Mechanics77 Quantum Field Theory & Strings72 Quantum Foundations & Emergent Spacetime42 Condensed Matter & Materials26 Electromagnetism, Waves & Optics21 Plasma Physics, Fusion & High-Energy Astrophysics11 Earth, Planetary Science & Climate Dynamics4 Materials Science, Nanotechnology & Photonics4 Morphogenesis, Bioelectricity & Origin of Life1

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States, Logic & Complex Vector Spaces

States, Logic & Complex Vector Spaces

Mathematics·Standalone Lecture·Quantum Mechanics · Leonard Susskind · Stanford University

Leonard Susskind

Stanford University

1:35:35

Systems, Quantum States & Complex Vector Spaces

Systems, Quantum States & Complex Vector Spaces

The Theoretical Minimum: Quantum Mechanics · Lec 1·Quantum Mechanics · Leonard Susskind · Stanford University

Leonard Susskind

Stanford University

—

1:46:33

Spin One-half, Bras, Kets, and Operators

Spin One-half, Bras, Kets, and Operators

8.05 · Quantum Physics II · Lec 4·Hilbert Spaces, Spin & Operators · Barton Zwiebach · MIT

Barton Zwiebach

—

1:24:31

Bra-Ket Notation, Linear Operators & Physical Observables

Bra-Ket Notation, Linear Operators & Physical Observables

The Theoretical Minimum: Quantum Mechanics · Lec 3·Quantum Mechanics · Leonard Susskind · Stanford University

Leonard Susskind

Stanford University

—

1:40:39

Quantum Mechanics as a Framework: Defining Linearity

Quantum Mechanics as a Framework: Defining Linearity

MIT 8.04 · Quantum Physics I · Lec 12·Quantum Physics · Barton Zwiebach · MIT

Barton Zwiebach

—

17:49

Linear Algebra II: Inner Products, Orthonormality & Adjoint Operators

Linear Algebra II: Inner Products, Orthonormality & Adjoint Operators

8.05 · Quantum Physics II · Lec 6·Quantum Mechanics · Barton Zwiebach · MIT

Barton Zwiebach

—

1:20:34

Linear Algebra III: Hermitian & Unitary Operators, Eigenvalues & Spectral Theorem

Linear Algebra III: Hermitian & Unitary Operators, Eigenvalues & Spectral Theorem

8.05 · Quantum Physics II · Lec 7·Quantum Mechanics · Barton Zwiebach · MIT

Barton Zwiebach

—

1:21:28

Linear Algebra: Vector Spaces and Operators

Linear Algebra: Vector Spaces and Operators

8.05 · Quantum Physics II · Lec 5·Quantum Mechanics · Barton Zwiebach · MIT

Barton Zwiebach

—

1:22:11

Multiparticle States II: Entangled States, Bell Basis & Non-Factorizable Wavefunctions

Multiparticle States II: Entangled States, Bell Basis & Non-Factorizable Wavefunctions

8.05 · Quantum Physics II · Lec 19·Wave Functions & Schrödinger Equation · Barton Zwiebach · MIT

Barton Zwiebach

—

1:28:29

Eigenstates of the Angular Momentum Part 2

Eigenstates of the Angular Momentum Part 2

8.04 · Quantum Physics I · Lec 16·Hilbert Spaces, Spin & Operators · Allan Adams · MIT

—

1:20:38

Linear Algebra IV: Dirac Bra-Ket Formalism, Completeness & Matrix Representations

Linear Algebra IV: Dirac Bra-Ket Formalism, Completeness & Matrix Representations

8.05 · Quantum Physics II · Lec 8·Linear Algebra · Barton Zwiebach · MIT

Barton Zwiebach

—

1:22:32

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Quantum Mechanics · Linear Algebra

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