Ebook > Ciência > Matemática > geometria > Stefano Pigola & Marco Rigoli: Vanishing and Finiteness Results in Geometric Analysis (PDF)

Stefano Pigola & Marco Rigoli
Vanishing and Finiteness Results in Geometric Analysis
A Generalization of the Bochner Technique

Apoio

Capa do Stefano Pigola & Marco Rigoli: Vanishing and Finiteness Results in Geometric Analysis (PDF)

€53.49

Tabela de Conteúdo

Harmonic, pluriharmonic, holomorphic maps and basic Hermitian and Kählerian geometry.- Comparison Results.- Review of spectral theory.- Vanishing results.- A finite-dimensionality result.- Applications to harmonic maps.- Some topological applications.- Constancy of holomorphic maps and the structure of complete Kähler manifolds.- Splitting and gap theorems in the presence of a Poincaré-Sobolev inequality.

Língua Inglês ● Formato PDF ● Páginas 282 ● ISBN 9783764386429 ● Tamanho do arquivo 1.9 MB ● Editora Springer Basel ● Cidade Basel ● País CH ● Publicado 2008 ● Carregável 24 meses ● Moeda EUR ● ID 2205875 ● Proteção contra cópia DRM social

Mais ebooks do mesmo autor(es) / Editor

Stefano Pigola Marco Rigoli Alberto G Setti Alberto G. Setti

877 Ebooks nesta categoria

Capa do ليونارد سميث: نظرية الفوضى

ليونارد سميث: نظرية الفوضى

هل تعلم أن خَفْقةً بسيطة من جَناح فراشةٍ في مكان ما قد تكون سببًا في حدوث إعصارٍ مدمر في مكان آخر؟ هذا ما تبحث فيه نظريةُ الفوضى، وهي نظرية رياضية تكشف عن العلاقة الحساسة بين الأسباب والنتائج في …

Capa do Hans Anton Salomonsen: Matematiske mysterier

Hans Anton Salomonsen: Matematiske mysterier

Næsten ethvert fremskridt i civilisationens historie – fra konstruktionen af oldtidens pyramider til nutidens uundværlige datakryptering – hviler på et fundament af matematisk viden. Alligevel er der …

Capa do Stéphane Douady & Jacques Dumais: Do Plants Know Math?

Stéphane Douady & Jacques Dumais: Do Plants Know Math?

A breathtakingly illustrated look at botanical spirals and the scientists who puzzled over them Charles Darwin was driven to distraction by plant spirals, growing so exasperated that he once begged a …

Capa do Martina Zähle: LECTURES ON FRACTAL GEOMETRY

Martina Zähle: LECTURES ON FRACTAL GEOMETRY

This book is based on a series of lectures at the Mathematics Department of the University of Jena, developed in the period from 1995 up to 2015. It is completed by additional material and extensions …

Capa do Kathleen Freeman: Ancilla to the Pre-Socratic Philosophers

Kathleen Freeman: Ancilla to the Pre-Socratic Philosophers

Dive into the intellectual origins of Western philosophy with ‘Ancilla to the Pre-Socratic Philosophers.’ This comprehensive translation brings to life the fragments of wisdom left by the ancient Gre …

Capa do Paul Benioff: LOCAL MATHEMATICS FOR LOCAL PHYSICS

Paul Benioff: LOCAL MATHEMATICS FOR LOCAL PHYSICS

The language of the universe is mathematics, but how exactly do you know that all parts of the universe ‘speak’ the same language? Benioff builds on the idea that the entity that gives substance to b …

Capa do R. K. Luneburg: Mathematical Theory of Optics

R. K. Luneburg: Mathematical Theory of Optics

This title is part of UC Press's Voices Revived program, which commemorates University of California Press’s mission to seek out and cultivate the brightest minds and give them voice, …

Capa do Walter the Educator: You Will Pass Geometry

Walter the Educator: You Will Pass Geometry

Do you know poetry can be motivational? Poetry has great power. Let You Will Pass Geometry: Poetry Affirmations for Math Students by Walter the Educator motivate students to pass their class! Creatin …

Capa do E. S. Pearson & Jerzy Neyman: Joint Statistical Papers

E. S. Pearson & Jerzy Neyman: Joint Statistical Papers

This title is part of UC Press’s Voices Revived program, which commemorates University of California Press’s mission to seek out and cultivate the brightest minds and give them voice, reach, and …

Capa do George G. Szpiro: Perplexing Paradoxes

George G. Szpiro: Perplexing Paradoxes

Why does it always seem like the elevator is going down when you need to go up? Is it really true that 0.99999 . . . with an infinite number of 9s after the decimal point, is equal to 1? What do tea …

Próxima página >>>