£129.99

Springer Lie Methods in Deformation Theory - Mathematics Book

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Description

Lie Methods in Deformation Theory is a specialized mathematical text published by Springer as part of the Springer Monographs in Mathematics series. This book provides a deep treatment of differential graded Lie algebras and L-infinity algebras, focusing on their specific applications within deformation theory. As a foundational resource, it explores a subject with roots in the work of Kodaira, Spencer, Kuranishi, Gerstenhaber, and Grothendieck. The text highlights how modern approaches, influenced by rational homotopy theory, have transformed the field over the last 30 years. This volume serves as a primary textbook for those studying algebra and algebraic geometry, offering a perspective that distinguishes it from other mathematical sources. Whether you are a researcher or a student in advanced mathematics, this book provides the necessary framework to understand these complex algebraic structures and their role in contemporary mathematical research.

Key Features

Comprehensive coverage of differential graded Lie algebras and L-infinity algebras for advanced mathematical study.

Dedicated textbook format designed specifically for the subject of deformation theory.

Explores the historical foundations established by mathematicians like Kodaira, Spencer, and Grothendieck.

Integrates modern approaches based on ideas from rational homotopy theory to address long-standing problems.

Essential resource for specialists working in the fields of algebra and algebraic geometry.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
03 August 2023
Listed Since
06 July 2023

Barcode

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