Difference between revisions of "Math 635: Dynamical Systems"
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=== Additional topics === | === Additional topics === | ||
− | These are at the instructor's discretion as time allows examples are: Ergodic theory, Markov partitions, Sharkovsky theorem, Hamiltonian dynamics and measure theoretic entropy. | + | These are at the instructor's discretion as time allows examples are: Ergodic theory, Markov partitions, Sharkovsky theorem, Hamiltonian dynamics, and measure theoretic entropy. |
=== Courses for which this course is prerequisite === | === Courses for which this course is prerequisite === |
Revision as of 16:19, 12 August 2008
Contents
Catalog Information
Title
Dynamical Systems.
Credit Hours
3
Prerequisite
Description
This course is designed to provide students with a rigorous treatment of the theory of dynamical systems.
Desired Learning Outcomes
Prerequisites
Minimal learning outcomes
Additional topics
These are at the instructor's discretion as time allows examples are: Ergodic theory, Markov partitions, Sharkovsky theorem, Hamiltonian dynamics, and measure theoretic entropy.
Courses for which this course is prerequisite
None.