|
C++ rules (without functions) raw ppt video
|
|
Types and operators raw ppt video
|
|
Physics 4Q03 Lecture 02. This lecture describes several issues associated with multiple-particle states in quantum mechanics, including the classification of all particles as bosons or fermions and…
|
|
Physics 4Q03 Lecture 03: This lecture provides the foundation of much of what follows: the definition and properties of creation and annihilation operators. These operators provide a basis in terms…
|
|
Physics 4Q03 Lecture 04: This lecture extends the notions of creation and annihilation operators to fermions, and derives the anticommutation algebra that these satisfy. The lecture also sketches out…
|
|
Physics 4Q03 Lecture 05: This lecture reviews the formalisms of time-independent and time-dependent Rayleigh-Schrodinger perturbation theory for quantum mechanics.
|
|
Operator approach to angular momentum. Started addition of angular momentum.
|
|
Finished addition of angular momentum. Started L4identical particles.
|
|
This is the QFT tutorial for Jan 18, 2021
|
|
This is the QFT tutorial for Jan 20, 2021
|
|
Continued with QI7_Operators. Introduced Hermitian operators
|
|
Continued discussing operators. Went through Heisenberg's uncertainty principle and Pauli operators/matrices.
|
|
Finished the set of slides on Operators (covered the rotation operator, Pauli spin matrices, the Schrodinger equation)
|
|
Physics 4Q03 Tutorial for Jan 25, 2021.
|
|
4Q03 Lecture 11; This lecture argues why the Hamiltonian should arise as a local function in space, and this is used to motivate the definition of position-space fields. The local form for the…
|
|
Finished density operator slides (QI11_Density_Operator) and started the slides on local measurements (QI12_Local_Measurements)
|
|
Physics 4Q03 Lecture 17: This lecture continues the discussion of quantizing the electromagnetic fields and shows how field energy and momentum can be written in terms of photon creation and…
|
|
Physics 4Q03 Lecture 25: This lecture finishes the general review of special relativity in terms of 4-vectors and reviews the treatment of symmetry in quantum mechanics.
|
|
In this video I explain why we would copy a posting to another module as well as how to do it.
|
|
|
|
|
|
|
|
1) Discussed the Heisenberg equation of motion applied to the simple harmonic oscillator 2) Discussed coherent states
Usage Rights
None (All Rights Reserved)
|
|
Introduced the interaction picture
Usage Rights
None (All Rights Reserved)
|