Actions for Grassmann and Stiefel Varieties over Composition Algebras [electronic resource]

Email RIS file
Bookmark
Report an Issue

Grassmann and Stiefel Varieties over Composition Algebras [electronic resource] / by Marek Golasiński, Francisco Gómez Ruiz

Author
Golasiński, Marek
Published
Cham : Springer Nature Switzerland : Imprint: Springer, 2023.
Edition
1st ed. 2023.
Physical Description
XII, 334 p. online resource
Additional Creators
Gómez Ruiz, Francisco and SpringerLink (Online service)
Access Online

Availability

I Want It
I Want It

Finding items...

Series
Summary
This monograph deals with matrix manifolds, i.e., manifolds for which there is a natural representation of their elements as matrix arrays. Classical matrix manifolds (Stiefel, Grassmann and flag manifolds) are studied in a more general setting. It provides tools to investigate matrix varieties over Pythagorean formally real fields. The presentation of the book is reasonably self-contained. It contains a number of nontrivial results on matrix manifolds useful for people working not only in differential geometry and Riemannian geometry but in other areas of mathematics as well. It is also designed to be readable by a graduate student who has taken introductory courses in algebraic and differential geometry.
Subject(s)
ISBN
9783031364051
Digital File Characteristics
text file PDF
Part Of
Springer Nature eBook
View MARC record | catkey: 42230722