Introduction to Lie groups and symplectic geometry (1993...

Main
Mathematics - Geometry and Topology
Introduction to Lie groups and...

Introduction to Lie groups and symplectic geometry (1993 lectures)

Bryant R.L.

0 / 0

Насколько вам понравилась эта книга?

Какого качества скаченный файл?

Скачайте книгу, чтобы оценить ее качество

Какого качества скаченные файлы?

Категории:

Mathematics - Geometry and Topology

Язык:

english

Страницы:

170

Файл:

PDF, 1.09 MB

IPFS:

,

english0

Читать Онлайн

Выполняется конвертация в

Конвертация в не удалась

Вас может заинтересовать

中共中央纪律检查委员会办公厅 — 方励之的真面目

Meinrenken E. — Symplectic geometry

Bryant R.L. — Introduction to Lie groups and symplectic geometry (1993 lectures)

Cannas da Silva A. — Introduction to symplectic and Hamiltonian geometry

Chow B., Lu P., Ni L. — Hamilton's Ricci Flow

Lee J.M. — Differential geometry, analysis, and physics

Lugo G. — Differential geometry and physics

Bryant R.L. — An Introduction to Lie Groups and Symplectic Geometry

S. Sternberg — Semi-Riemannian Geometry and General Relativity

Benjamin McKay — Introduction to exterior differential systems

Bryant — Introduction to Lie groups and symplectic geometry

Dietmar Salamon — Symplectic geometry

John McCleary — User's guide to spectral sequences

George Rozvany, N. Olhoff — Topology Optimization of Structures and Composite Continua

（美）英鲍等著 — 刑事审讯与供述（第5版）

Paulette Libermann, Charles-Michel Marle (auth.) — Symplectic Geometry and Analytical Mechanics

Debargha Banerjee, Kiran S. Kedlaya, Ehud de Shalit, Chitrabhanu Chaudhuri — Perfectoid Spaces

Daniel S. Freed — Geometry and Quantum Field Theory: June 22-July 20, 1991, Park City, Utah (Ias Park City Mathematics, Vol 1)

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Unknown — Introduction To Lie Groups And Symplectic Geometry Bryant

Robert L. Bryant — Introduction To Lie Groups And Symplectic Geometry: A series of nine lectures on Lie groups and symplectic geometry delivered at the Regional Geometry Institute in Park City, Utah, 24 June–20 July 1991

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Desconocido — MakeMS.dvi

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant — An Introduction to Lie Groups and Symplectic Geometry

Desconocido — MakeMS.dvi

J. E. Marsden, T. S. Ratiu — Introduction to Mechanics and Symmetry

Naichung Conan Leung; Shing-Tung Yau — Geometry of special holonomy and related topics

D. D. Joyce — Riemannian holonomy groups and calibrated geometry

Marsden, Ratiu. — Introduction to mechanics and symmetry

Abraham R., Marsden J.E. — Foundations of Mechanics

Dusa McDuff, Dietmar Salamon — Introduction to Symplectic Topology

Darryl D. Holm, Tanya Schmah, Cristina Stoica — Geometric mechanics and symmetry: From finite to infinite dimensions

Dominic D. Joyce — Riemannian Holonomy Groups and Calibrated Geometry

Ключевые слова