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S. P. Novikov (EDT) （2）

S. P. Novikov (EDT)/ I. A. Taimanov (EDT)/ V. O. Manturov (TRN) （2）

B. A. Dubrovin/ A. T. Fomenko/ S. P. Novikov （1）

B. A. Dubrovin/ A. T. Fomenko/ S. P. Novikov (TRN)/ Robert G. Burns （1）

B. A. Dubrovin/ A. T. Fomenko/ S. P. Novikov/ Robert G. Burns (TRN) （1）

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1.Topological Library

作者：S. P. Novikov (EDT) 出版社：World Scientific Pub Co Inc 出版日：2012/07/25 裝訂：精裝

The final volume of the three-volume edition, this book features classical papers on algebraic and differential topology published in the 1950s–1960s. The partition of these papers among the volumes i

定價：6086 元，優惠價：9 5477

無庫存，下單後進貨(採購期約4~10個工作天)

2.Theory of Solitons ― The Inverse Scattering Method

作者：S. P. Novikov (EDT) 出版社：Plenum Pub Corp 出版日：1984/02/01 裝訂：精裝

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3.Topology II ― Homotopy and Homology - Classical Manifolds

作者：S. P. Novikov (EDT); V. A. Rokhlin (EDT) 出版社：Springer Verlag 出版日：2004/01/01 裝訂：精裝

Two top experts in topology give an account of research in central areas of topology and the theory of Lie groups. They cover homotopy, homology and cohomology as well as the theory of manifolds, Lie

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4.Modern Geometry-Methods and Applications ― Part Ii, the Geometry and Topology of Manifolds

作者：B. A. Dubrovin; A. T. Fomenko; S. P. Novikov 出版社：Springer Verlag 出版日：1985/09/01 裝訂：精裝

Up until recently, Riemannian geometry and basic topology were not included, even by departments or faculties of mathematics, as compulsory subjects in a university-level mathematical education. The s

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5.Topological Library ― Cobordisms and Their Applications

作者：S. P. Novikov (EDT); I. A. Taimanov (EDT); V. O. Manturov (TRN) 出版社：World Scientific Pub Co Inc 出版日：2007/07/09 裝訂：精裝

One of the best ways to learn topology is to read the classics. This translation of the 2005 Russian edition include the original methods and constructions from the originals of the 1950s and 1960s. T

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6.Modern Geometry-Methods and Applications Part 3 ― Introduction to Homology Theory

作者：B. A. Dubrovin; A. T. Fomenko; S. P. Novikov (TRN); Robert G. Burns 出版社：Springer Verlag 出版日：1990/10/01 裝訂：精裝

Over the past fifteen years, the geometrical and topological methods of the theory of manifolds have as- sumed a central role in the most advanced areas of pure and applied mathematics as well as theo

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7.Topological Library ─ Characteristic Classes and Smooth Structures on Manifolds

作者：S. P. Novikov (EDT); I. A. Taimanov (EDT); V. O. Manturov (TRN) 出版社：World Scientific Pub Co Inc 出版日：2010/02/15 裝訂：精裝

This is the second of a three-volume set collecting the original and now-classic works in topology written during the 1950s–1960s. The original methods and constructions from these works are properly

定價：5406 元，優惠價：9 4865

無庫存，下單後進貨(採購期約4~10個工作天)

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8.Modern Geometry-Methods and Applications, Part I ― The Geometry of Surfaces, Transformation Groups, and Fields

作者：B. A. Dubrovin; A. T. Fomenko; S. P. Novikov; Robert G. Burns (TRN) 出版社：Springer Verlag 出版日：1991/11/01 裝訂：精裝

The first volume of a three-volume introduction to modern geometry, with emphasis on applications to other areas of mathematics and theoretical physics. Topics covered include tensors and their differ

定價：3598 元，優惠價：1 3598

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9.Dynamical Systems IV ─ Symplectic Geometry and Its Applications

作者：V. I. Arnold (EDT); S. P. Novikov (EDT); G. Wassermann (TRN); A. Dzhamay (TRN); V. I. Arnold (CON) 出版社：Springer Verlag 出版日：2001/08/01 裝訂：精裝

From the reviews of the first edition:"... Here ... a wealth of material is displayed for us, too much to even indicate in a review. ... Your reviewer was very impressed by the contents of both volume

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1.Topological Library

2.Theory of Solitons ― The Inverse Scattering Method

3.Topology II ― Homotopy and Homology - Classical Manifolds

4.Modern Geometry-Methods and Applications ― Part Ii, the Geometry and Topology of Manifolds

5.Topological Library ― Cobordisms and Their Applications

6.Modern Geometry-Methods and Applications Part 3 ― Introduction to Homology Theory

7.Topological Library ─ Characteristic Classes and Smooth Structures on Manifolds

8.Modern Geometry-Methods and Applications, Part I ― The Geometry of Surfaces, Transformation Groups, and Fields

9.Dynamical Systems IV ─ Symplectic Geometry and Its Applications

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