Author: S. Lang
Publisher: Springer
Keywords: varieties, abelian
Number of Pages: 272
Published: 1983-09-06
List price: $89.95
ISBN-10: 0387908757
ISBN-13: 9780387908755
Author: M. E. Abelian
Publisher: Novinka Books
Keywords: research, psychotherapy, focus
Number of Pages: 266
Published: 2005-12-30
List price: $180.00
ISBN-10: 1594543747
ISBN-13: 9781594543746
Psychotherapy is the treatment of mental and emotional disorders using psychological methods. Psychotherapy, thus, does not include physiological interventions, such as drug therapy or electroconvulsive therapy, although it may be used in combination with such methods. Behaviour therapy aims to help the patient eliminate undesirable habits or irrational fears through conditioning. Techniques include systematic desensitisation, particularly for the treatment of clients with irrational anxieties or fears, and aversive conditioning, which uses negative stimuli to end bad habits. Humanistic therap
Author: Vyacheslav L. Girko
Publisher: Academic Press
Keywords: volume, groups, abelian, infinite
Number of Pages: 600
Published: 1973-02-11
List price: $123.00
ISBN-10: 0122696026
ISBN-13: 9780122696022
Author: Sandor Szabo
Publisher: Birkhäuser Basel
Keywords: groups, abelian, factorization, topics
Number of Pages: 334
Published: 2005-04-01
List price: $139.00
ISBN-10: 3764371587
ISBN-13: 9783764371586
The main objective of this book is to give a systematic exposition of the main results and techniques of the factorization theory of abelian groups. The necessary background materials are presented along with some of the most important applications in geometry, combinatorics, coding theory, and number theory. A large part of the text is accessible to students, requiring only basic knowledge in group theory and algebra. Helpful exercises are provided in every chapter. Researchers will find the book a comprehensive reference work on the topic.
Author: V. Kumar Murty
Publisher: American Mathematical Society, Centre de Recherches Mathematiques
Keywords: monograph, crm, varieties, abelian, introduction
Number of Pages: 112
Published: 1993-08-05
List price: $27.00
ISBN-10: 0821811797
ISBN-13: 9780821811795
The book represents an introduction to the theory of abelian varieties with a view to arithmetic. The aim is to introduce some of the basics of the theory as well as some recent arithmetic applications to graduate students and researchers in other fields. The first part contains proofs of the Abel-Jacobi theorem, Riemann’s relations and the Lefschetz theorem on projective embeddings over the complex numbers in the spirit of S. Lang’s book Introduction to algebraic and abelian functions. Then the Jacobians of Fermat curves as well as some modular curves are discussed. Finally, as an
Author: Ron Donagi
Publisher: Amer Mathematical Society
Keywords: contemporary, mathematics, varieties, abelian, jacobians, curves
Number of Pages: 349
Published: 1992-12-01
List price: $71.00
ISBN-10: 0821851438
ISBN-13: 9780821851432
This volume contains the proceedings of an AMS--IMS--SIAM Joint Summer Research Conference on the Schottky Problem, held in June 1990 at the University of Massachusetts at Amherst. The conference explored various aspects of the Schottky problem of characterizing Jacobians of curves among all abelian varieties. Some of the articles study related themes, including the moduli of stable vector bundles on a curve, Prym varieties and intermediate Jacobians, and special Jacobians with exotic polarizations or product structures.
Authors:Christina Birkenhake, Herbert Lange,
Publisher: Springer
Keywords: varieties, abelian, complex
Number of Pages: 655
Published: 2004-06-14
List price: $129.00
ISBN-10: 3540204881
ISBN-13: 9783540204886
The subject of this book is the theory of abelian varieties over the field of complex numbers. It covers the main results of the theory, both classic and recent, in modern language. It is intended to give a comprehensive introduction to the field, but also to serve as a reference. The focal topics are the projective embeddings of an abelian variety, their equations and geometric properties. Moreover several moduli spaces of abelian varieties with additional structure are constructed. Some special results on Jacobians and Prym varieties allow applications to the theory of algebraic cu
