Linear Algebra II


Dual space, Jordan canonical form, operators in Euclidean spaces

Objectives

The student should go into deeper topics of linear algebra and prove various theorems

Prerequisites

Basic linear algebra, linear transformations

Syllabus

Dual space, Cayley-Hamilton theorem, Minimal polynomial, Jordan canonical form, Inner product spaces, Gram-Schmindt orthogonalization, self-adjoint operators, normal operators

COURSE DETAILS

Level:

Type:

Undergraduate

(A-)

Instructors: Andreas Arvanitoyeorgos
Department: DEPARTMENT OF MATHEMATICS
Institution: University of Patras
Subject: Mathematics
Rights: CC - Attribution-NonCommercial-NoDerivatives

Visit Course Page

SHARE THIS COURSE
RELATED COURSES

Christos Kourouniotis
University of Crete
Department of Mathematics and Applied Mathematics

Nikolaos Marmaridis, Ioannis Beligiannis
University of Ioannina
Department of Mathematics

Hara Charalambous
Aristotle University of Thessaloniki
Mathematics

,
Eastern Macedonia and Thrace Institute of Technologie

Christos Kourouniotis
University of Crete
Department of Mathematics and Applied Mathematics

Konstantinos Kleidis
TEI of Central Macedonia
Department of Mechanical Engineering

espa en
GUnet

© Copyright 2016 - GUnet