E-Books → Geometry of Surfaces
Published by: voska89 on 25-03-2023, 22:09 | 0
Free Download Geometry of Surfaces by John Stillwell
English | PDF | 1992 | 225 Pages | ISBN : 0387977430 | 18 MB
Geometry used to be the basis of a mathematical education; today it is not even a standard undergraduate topic. Much as I deplore this situation, I welcome the opportunity to make a fresh start. Classical geometry is no longer an adequate basis for mathematics or physics-both of which are becoming increasingly geometric-and geometry can no longer be divorced from algebra, topology, and analysis.
E-Books → Fomenko A Visual Geometry and Topology 2011
Published by: Emperor2011 on 25-03-2023, 19:26 | 0
Fomenko A Visual Geometry and Topology 2011 | 13.84 MB
N/A | 337 Pages
Title: 978-3-642-76237-6_Book_PrintPDF.pdf
Author: halbulario
Year: N/A
E-Books → Hodge W , Pedoe D Methods of Algebraic Geometry Vol 2 1994
Published by: Emperor2011 on 25-03-2023, 18:08 | 0
Hodge W , Pedoe D Methods of Algebraic Geometry Vol 2 1994 | 11.16 MB
English | 403 Pages
Title: Methods of Algebraic Geometry, Vol. 2 Book 3 / General Theory of Algebraic Varieties in Projective Space, Book 4, Quadrics and Grassmann Varieties
Author: D. Hodge, W.V.D.; Pedoe
Year: 1968
E-Books → Hodge W , Pedoe D Methods of Algebraic Geometry Vol 3 1994
Published by: Emperor2011 on 25-03-2023, 18:08 | 0
Hodge W , Pedoe D Methods of Algebraic Geometry Vol 3 1994 | 12.87 MB
English | 343 Pages
Title: Methods of Algebraic Geometry, Vol. 3 (Cambridge Mathematical Library)
Author: W. V. D. Hodge
Year: 1994
E-Books → Lang S Introduction to Algebraic Geometry 1973
Published by: Emperor2011 on 25-03-2023, 18:07 | 0
Lang S Introduction to Algebraic Geometry 1973 | 13.8 MB
English | 264 Pages
Title: Introduction to Algebraic Geometry (Dover Books on Mathematics)
Author: Serge Lang
Year: 2019
E-Books → Hodge W , Pedoe D Methods of Algebraic Geometry Vol 1 1994
Published by: Emperor2011 on 25-03-2023, 18:07 | 0
Hodge W , Pedoe D Methods of Algebraic Geometry Vol 1 1994 | 19.08 MB
English | 445 Pages
Title: Methods of Algebraic Geometry, Volume 1, Book I: Algebraic Preliminaries. Book II: Projective Space
Author: W V D Hodge
Year: 1953
E-Books → Silverman J Arithmetic Geometry 1986
Published by: Emperor2011 on 25-03-2023, 18:06 | 0
Silverman J Arithmetic Geometry 1986 | 24.54 MB
English | 589 Pages
Title: Abstract Algebra
Author: Silverman, Joseph H.;
Year: 1986
E-Books → Arapura D Algebraic Geometry over the Complex Numbers 2012
Published by: Emperor2011 on 25-03-2023, 18:00 | 0
Arapura D Algebraic Geometry over the Complex Numbers 2012 | 2.96 MB
English | 326 Pages
Title: Algebraic Geometry over the Complex Numbers (Universitext)
Author: Donu Arapura
Year: 2012
E-Books → Decker W Computing in Algebraic Geometry A Quick Start using SINGULAR 2006
Published by: Emperor2011 on 25-03-2023, 17:57 | 0
Decker W Computing in Algebraic Geometry A Quick Start using SINGULAR 2006 | 1.71 MB
N/A | 344 Pages
Title: Computing in Algebraic Geometry: A Quick Start using SINGULAR
Author: Wolfram Decker, Christoph Lossen
Year: N/A
E-Books → Topological Methods in Algebraic Geometry Reprint of the 1978 Edition
Published by: voska89 on 25-03-2023, 08:23 | 0
Free Download Topological Methods in Algebraic Geometry: Reprint of the 1978 Edition by Friedrich Hirzebruch
English | PDF | 1995 | 244 Pages | ISBN : 3540586636 | 20.22 MB
In recent years new topological methods, especially the theory of sheaves founded by J. LERAY, have been applied successfully to algebraic geometry and to the theory of functions of several complex variables. H. CARTAN and J. -P. SERRE have shown how fundamental theorems on holomorphically complete manifolds (STEIN manifolds) can be for mulated in terms of sheaf theory. These theorems imply many facts of function theory because the domains of holomorphy are holomorphically complete. They can also be applied to algebraic geometry because the complement of a hyperplane section of an algebraic manifold is holo morphically complete. J. -P. SERRE has obtained important results on algebraic manifolds by these and other methods. Recently many of his results have been proved for algebraic varieties defined over a field of arbitrary characteristic. K. KODAIRA and D. C. SPENCER have also applied sheaf theory to algebraic geometry with great success.