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Harmonic Functions and Random Walks on Groups: A Unified Approach
$19.71
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- Explores the interplay between harmonic functions and random walks on groups, providing a unified approach to both subjects.
- Develops a general theory of harmonic functions on groups, including the construction of Green's functions and the study of boundary behavior.
- Investigates the relationship between random walks and harmonic functions, establishing connections between the two areas.
- Applies the theory to various examples, including Cayley graphs, symmetric groups, and Lie groups.
- Provides a comprehensive treatment of the subject, suitable for researchers and graduate students in mathematics and computer science.
Condition: New original from publisher
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