Non-equilibrium Statistical Physics 2021 /CoursesID:2368

Detailed information

Most recent entry on 2021-06-13 

Organisational Unit

Friedrich-Alexander-Universität Erlangen-Nürnberg

Recording type

Vorlesungsreihe

Language

English

Associated Clips

Episode
Title
Lecturer
Updated
Via
Duration
Media
1
Brownian Motion
Prof. Dr. Martin Eckstein
2021-04-14
Studon
00:41:03
2
Continuous time Markov Processes
Prof. Dr. Martin Eckstein
2021-04-14
Studon
00:42:24
4
Continuous time Markov Processes: Examples
Prof. Dr. Martin Eckstein
2021-04-19
Studon
00:39:28
5
Ito stochastic differential equations
Prof. Dr. Martin Eckstein
2021-04-19
Studon
00:55:30
6
Stratonvich stochastic differential equations
Prof. Dr. Martin Eckstein
2021-04-26
Studon
00:20:28
7
White noise limit
Prof. Dr. Martin Eckstein
2021-04-26
Studon
01:02:10
8
Black-Scholes equation
Prof. Dr. Martin Eckstein
2021-04-30
Studon
00:55:50
9
Linear response: Kubo formula
Prof. Dr. Martin Eckstein
2021-05-11
Studon
00:58:29
10
Analytical properties of linear response functions
Prof. Dr. Martin Eckstein
2021-05-16
Studon
00:22:56
11
Kubo formula: Quantum mechanics
Prof. Dr. Martin Eckstein
2021-05-16
Studon
00:13:52
12
Fluctuation dissipation relations
Prof. Dr. Martin Eckstein
2021-05-16
Studon
00:39:10
13
Onsager relations
Prof. Dr. Martin Eckstein
2021-05-26
Studon
01:16:13
14
Path integrals: Single particle quantum mechanics
Prof. Dr. Martin Eckstein
2021-06-02
Studon
00:49:32
15
Imaginary time path integrals
Prof. Dr. Martin Eckstein
2021-06-02
Studon
00:45:36
16
Coherent state path integral
Prof. Dr. Martin Eckstein
2021-06-08
Studon
00:31:13
17
Imaginary time correlations functions, Wick's theorem
Prof. Dr. Martin Eckstein
2021-06-10
Studon
00:58:52
18
Keldysh formalism
Prof. Dr. Martin Eckstein
2021-06-13
Studon
00:50:29
19
Keldysh formalism: Contour-ordered Green's functions and Keldysh rotation
Prof. Dr. Martin Eckstein
2021-06-13
Studon
00:45:38

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