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Chapman and Hall/CRC Variational Methods in Lorentzian Geometry - Mathematics Research

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£182.68 £83.20 £104.90 £126.61 £148.31 £170.02 £191.72 26 July 2026 15 August 2026 04 September 2026 24 September 2026 15 October 2026
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Description

Variational Methods in Lorentzian Geometry applies advanced variational methods and critical point theory to infinite dimensional manifolds, addressing key problems in Lorentzian geometry with inherent variational structure. This research monograph, part of Chapman and Hall/CRC's Research Notes in Mathematics Series volume 309, explores existence and multiplicity results for geodesics whilst examining the relationships between geodesic behaviour and manifold topology. Written by Antonio Masiello, the text bridges differential geometry and functional analysis, offering rigorous mathematical treatment of geodesic problems through variational frameworks. Ideal for mathematicians, theoretical physicists, and researchers studying geometric analysis and relativity theory, this used copy in good condition provides access to essential research material at an economical price point.

Key Features

Variational Methods in Lorentzian Geometry applies critical point theory to infinite dimensional manifolds for geodesic analysis.

Chapman and Hall/CRC Research Notes in Mathematics Series volume 309 addresses existence and multiplicity of geodesics.

Antonio Masiello's research explores connections between geodesics and the topological structure of Lorentzian manifolds.

Used book in good condition provides cost-effective access to advanced mathematical research on differential geometry and relativity.

Combines variational calculus with Lorentzian geometry to solve problems with inherent variational structure.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
01 August 1994
Listed Since
05 February 2007

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