Recent developments in topology and analysis have led to the creation of new lines of investigation in differential geometry. The 2000 Barrett Lectures present the...
Four volumes in one: On the Congruence of Sets and Their Equivalence by Finite Decomposition, by W. Sierpinski; The Mathematical Theory of the Top, by...
The fundamental idea of geometry is that of symmetry. With that principle as the starting point, Barker and Howe begin an insightful and rewarding study...
This book presents a geometric introduction to the homology of topological spaces and the cohomology of smooth manifolds. The author introduces a new class of...
After completing his famous Foundations of Analysis (See AMS Chelsea Publishing, Volume 79.H for the English Edition and AMS Chelsea Publishing, Volume 141 for the...
Sigurdur Helgason's Differential Geometry and Symmetric Spaces was quickly recognized as a remarkable and important book. For many years, it was the standard text both...
Our First Knowledge Of Differential Geometry Usually Comes From The Study Of The Curves And Surfaces In $I!!R^3$ That Arise In Calculus. Here We Learn...
Differential Topology Provides An Elementary And Intuitive Introduction To The Study Of Smooth Manifolds. In The Years Since Its First Publication, Guillemin And Pollack'S Book...
Differential Topology Provides An Elementary And Intuitive Introduction To The Study Of Smooth Manifolds. In The Years Since Its First Publication, Guillemin And Pollack'S Book...
Topics related to the differentiation of real functions have received considerable attention during the last few decades. This book provides an efficient account of the...
This Book Presents A Selfcontained Exposition Of The Theory Of Initialboundary Value Problems For Diffusion Equations. Intended As A Graduate Textbook, The Book Is Of...
This Book Deals With Geometric And Topological Aspects Of Discrete Groups. The Main Topics Are Hyperbolic Groups Due To Gromov, Automatic Group Theory, Invented And...
This book deals with geometric and topological aspects of discrete groups. The main topics are hyperbolic groups due to Gromov, automatic group theory, invented and...
The 'infinitedimensional groups' in the title refer to unitary groups of Hilbert spaces, the infinite symmetric group, groups of homeomorphisms of manifolds, groups of transformations...
This is a genuine introduction to algebraic geometry. The author makes no assumption that readers know more than can be expected of a good undergraduate....
Elementary geometry provides the foundation of modern geometry. For the most part, the standard introductions end at the formal Euclidean geometry of high school. Agricola...
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Recent developments in topology and analysis have led to the creation of new lines of investigation in differential geometry. The 2000 Barrett Lectures present the...
Four volumes in one: On the Congruence of Sets and Their Equivalence by Finite Decomposition, by W. Sierpinski; The Mathematical Theory of the Top, by...
The fundamental idea of geometry is that of symmetry. With that principle as the starting point, Barker and Howe begin an insightful and rewarding study...
This book presents a geometric introduction to the homology of topological spaces and the cohomology of smooth manifolds. The author introduces a new class of...
After completing his famous Foundations of Analysis (See AMS Chelsea Publishing, Volume 79.H for the English Edition and AMS Chelsea Publishing, Volume 141 for the...
Sigurdur Helgason's Differential Geometry and Symmetric Spaces was quickly recognized as a remarkable and important book. For many years, it was the standard text both...
Our First Knowledge Of Differential Geometry Usually Comes From The Study Of The Curves And Surfaces In $I!!R^3$ That Arise In Calculus. Here We Learn...
Differential Topology Provides An Elementary And Intuitive Introduction To The Study Of Smooth Manifolds. In The Years Since Its First Publication, Guillemin And Pollack'S Book...
Differential Topology Provides An Elementary And Intuitive Introduction To The Study Of Smooth Manifolds. In The Years Since Its First Publication, Guillemin And Pollack'S Book...
Topics related to the differentiation of real functions have received considerable attention during the last few decades. This book provides an efficient account of the...
This Book Presents A Selfcontained Exposition Of The Theory Of Initialboundary Value Problems For Diffusion Equations. Intended As A Graduate Textbook, The Book Is Of...
This Book Deals With Geometric And Topological Aspects Of Discrete Groups. The Main Topics Are Hyperbolic Groups Due To Gromov, Automatic Group Theory, Invented And...
This book deals with geometric and topological aspects of discrete groups. The main topics are hyperbolic groups due to Gromov, automatic group theory, invented and...
The 'infinitedimensional groups' in the title refer to unitary groups of Hilbert spaces, the infinite symmetric group, groups of homeomorphisms of manifolds, groups of transformations...
This is a genuine introduction to algebraic geometry. The author makes no assumption that readers know more than can be expected of a good undergraduate....
Elementary geometry provides the foundation of modern geometry. For the most part, the standard introductions end at the formal Euclidean geometry of high school. Agricola...
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