1. Spaces of constant curvature
Author: Wolf, Joseph Albert
Library: Central Library and Documents Center of Industrial University of Khaje Nasiredin Toosi (Tehran)
Subject: ، Spaces of constant curvature,، Geometry, Riemannian,، Riemannian manifolds,، Symmetric spaces
Classification :
QA
649
.
W64
2011
2. Spaces of constant curvature
Author: Wolf, Joseph Albert, 6391-
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: ، Spaces of constant curvature,، Geometry, Riemannian,، Riemannian manifolds,، Symmetric spaces
Classification :
QA
649
.
W64S6
2011
3. Spaces of constant curvature
Author: Joseph A. Wolf.
Library: Vali Asr University Central Library (Kerman)
Subject: Spaces of constant curvature,Geometry, Riemannian,Riemannian manifolds,Symmetric spaces
Classification :
QA
649
.
W64
2011
4. Spaces of constant curvature /
Author: Joseph A. Wolf.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Geometry, Riemannian.,Riemannian manifolds.,Spaces of constant curvature.,Symmetric spaces.,Algebraic geometry-- Algebraic groups-- Classical groups (geometric aspects),Differential geometry-- Global differential geometry-- Homogeneous manifolds.,Differential geometry-- Global differential geometry-- Lorentz manifolds, manifolds with indefinite metrics.,Differential geometry-- Global differential geometry-- Methods of Riemannian geometry, including PDE methods; curvature restrictions.,Differential geometry-- Global differential geometry-- Symmetric spaces.,Differential geometry-- Research exposition (monographs, survey articles),Geometry, Riemannian.,Group theory and generalizations-- Abstract finite groups-- None of the above, but in this section.,Group theory and generalizations-- Representation theory of groups-- Group rings of finite groups and their modules.,Nonassociative rings and algebras-- Lie algebras and Lie superalgebras-- Lie algebras of linear algebraic groups.,Riemannian manifolds.,Spaces of constant curvature.,Symmetric spaces.,Topological groups, Lie groups-- Compact groups-- Compact groups.
Classification :
QA649
.
W64
2011