New approach to Arakelov geometry

Main
Mathematics - Geometry and Topology
New approach to Arakelov geometry

New approach to Arakelov geometry

Durov N.

0 / 0

Որքա՞ն է ձեզ դուր եկել այս գիրքը:

Ինչպիսի՞ն է բեռնված ֆայլի որակը:

Բեռնեք գիրքը` գնահատելու դրա որակը

Ինչպիսի՞ն է բեռնված ֆայլերի որակը:

The principal aim of this work is to provide an alternative algebraic framework for Arakelov geometry, and to demonstrate its usefulness by presenting several simple applications.

Կատեգորիաներ:

Mathematics - Geometry and Topology

Տարի:

2007

Հրատարակում:

arxiv 0704.2030

Լեզու:

english

Էջեր:

568

Ֆայլ:

PDF, 3.85 MB

IPFS:

,

english, 2007

Կարդալ Առցանց

Ներբեռնել (pdf, 3.85 MB)

Փոխարկումը դեպի կատարվում է

Փոխարկումը դեպի ձախողվել է

Ձեզ կարող է հետաքրքրել

V. Prasolov D.Leites (translator) — Problems in Plane and Solid Geometry v.1 Plane Geometry

Tammo tom Dieck — Differential manifolds

Huishi Li, Freddy Van Oystaeyen — A Primer of Algebraic Geometry: Constructive Computational Methods

Edward Frenkel — Langlands correspondence for loop groups

C. Soulé, D. Abramovich, J. F. Burnol, J. K. Kramer — Lectures on Arakelov geometry

Atsushi Moriwaki — Arakelov Geometry

Toyokazu Hiramatsu, Seiken Saito — Introduction to Non-Abelian Class Field Theory, An: Automorphic Forms of Weight 1 and 2-Dimensional Galois Representations

Luchezar L. Avramov, J. Daniel Christensen, William G. Dwyer, Michael A. Mandell, Brooke E. Shipley, Editors — Interactions Between Homotopy Theory and Algebra (Contemporary Mathematics 436)

Bodo Pareigis — Categories and Functors

Mohamed Barakat — Algorithmic Homological Algebra: WS 2016/17

Ieke Moerdijk — Notes on Homological Algebra (homalg2007)

Stefaan Caenepeel and J. Vercruysse — Hopf algebras [Lecture notes]

Audun Holme — Basic Modern Algebraic Geometry [draft]

Bodo Pareigis — Categories and functors

Noam Kantor — Model categories: theory and applications

Benoit Fresse — Homotopy of operads & Grothendieck-Teichmüller groups

John Rognes — Lecture Notes on Algebraic K-Theory

Ben Smith — Higher Algebra 1 [Lecture notes]

Alexander Martsinkovsky — Functor Categories, Model Theory, Algebraic Analysis and Constructive Methods FCMTCCT2 2022, Almería, Spain, July 11–15, Invited and Selected Contributions

Yuri Berest, Daniel Miller, Sasha Patotski — Homological Algebra [Lecture notes]

Antoine Touzé — Prerequisites of Homological Algebra [Lecture notes]

Robert Wisbauer — Algebras and coalgebras: A categorical approach [Lecture notes]

Robert Wisbauer — Algebras versus coalgebras

Benoit Fresse — Homotopy of operads & Grothendieck-Teichmüller groups [draft]

Chambert-Loir A — Commutative Algebra, Homological Algebra and Sheaves

Fresse B. — Homotopy of operads and Grothendieck-Teichmuller groups. Vol.2

S. Caenepeel, J. Vercruysse — Hopf algebras

Robert Boltje — Homological algebra (Math 239)

Pareigis B. — Categories and Functors

Catherine Meusburger — Homological Algebra Winter term 2017/18

— Journal of Pure and Applied Algebra №49 (1987)

— Journal of Pure and Applied Algebra №59 (1989)

Ranicki (ed) — Noncommutative localization in algebra and topology

Ranicki — Noncommutative localization in algebra and topology

Bodo Pareigis — Categories and functors

Bodo Pareigis — Categories and functors

Bodo Pareigis — Categories and Functors (Pure and Applied Mathematics, Vol. 39)

Andrew Ranicki — Non-commutative localization in algebra and topology

V. Srinivas — Algebraic k-theory

V. Srinivas (auth.) — Algebraic K-Theory

American Mathematical Society (ed.) — Applications of categorical algebra;: [proceedings

Wojciech Chacholski, Jerome Scherer — Homotopy Theory of Diagrams

Հիմնական արտահայտություններ