Zu
Description
Zu
LogoKlein
 
 
Topics:


Elliptic Eigenvalue Problems

A Priori and a Posteriori Analysis
Fast Iterative Eigensolvers

Modern Solvers for the Algebraic Eigenvalue Problem

Preconditioned Inverse Iteration
Krylov Subspace Techniques
Jacobi-Davidson Methods
Structure Preservation Methods

Eigenvalue Problems in Electromagnetics

Spurious Mode Free Approximations
Conforming Finite Element Methods
Discontinuous Galerkin Methods

Applications in Quantum Chemistry

Electronic Schrödinger Equation
Hartree Fock Approximation and Density Functional Theory
Self-consistent Iteration and Direct Minimization, Optimazation on Stiefel Manifolds
Configuration Interaction (CI) Method - Galerkin Method

Target Audience:

graduate students of mathematics and computational sciences
researchers in industry and academia involved in numerical simulations wishing to gain insight into modern numerical methods
successful participation requires basic familiarity with numerical analysis

http://www.math.unizh.ch/zss

Info: zss@math.unizh.ch

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