Subject: Subject Sylbus: One Hundred Approaches to T.D.S.E. - 127425

One Hundred Approaches to T.D.S.E. - 127425
Credit
Points
3.0
 
Given In
Semester
b
 
  Lecture Exercise Laboratory Project or
Seminar
House
Work
Weekly
Hours
2 2     3

Determination of the grade subject to submitting the final thesis.


Prerequisites: Linear Algebra 104006
or Linear Algebra M 104019
or Quantum Chemistry 1 124400
or Intr.to Quantum Chemi.and Applications 124408


The Time-Dependent Schroedinger Equation. Initial Value and Boundary Values Problems. Discrete Representations of Operators. the Finite Difference Method, Sampling Theorem and the Fourier Method. Propagation Methods (Rk, Cn, Bpm, Sod). the Time Evolution Operator: Polynomial Approximations (Taylor, Lanczos, Chebyshev, Newton, Pade), Feynman Path Integrals. Time Dependent Hamiltonians: Magnus, Floquet and (T,T'). the Interaction Representation. Scattering Problems and Non Hermitian Representations. Non-Homogeneous Equations. the Multi- Dimensional Equation: Sparse Representations, Approximation Methods. Nonlinear Schroedinger Equations.




Textbooks
PublishedPublisherAuthorsBook
1986 w.h. press, b.p. flannery, w.h. press, b.p. flannery,"numerical recipes" cambridge, new-york
1993nato asi services.kluger, academicc. cerjannumerical grid methods and their application to" ."schrodinger equation

Created in 08/03/2021 Time 12:10:49