£135.50

De Gruyter Mathematical Models Integration Methods - De Gruyter Proceedings

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Description

This De Gruyter proceedings volume compiles seminar works from global experts in differential equations, mathematical modelling, and integration methods. The book covers classical and contemporary integration techniques for partial differential equations, including Monge and Darboux approaches and their modern extensions. It introduces a novel theoretical model for plane turbulent flows, presents gravitational equations derived from the principle of least action, and explores symmetry-preserving conservative finite-difference schemes for hydrodynamic-type equations. This collection bridges theoretical mathematics with practical applications to mechanics and physics, making it essential for researchers and advanced students working in mathematical modelling, fluid dynamics, and applied differential equations.

Key Features

De Gruyter Proceedings in Mathematics series covering differential equations and mathematical modelling techniques.

Classical and contemporary integration methods for partial differential equations including Monge and Darboux approaches.

Novel theoretical model for plane turbulent flows with applications to fluid dynamics research.

Symmetry-preserving conservative finite-difference schemes for hydrodynamic-type equations.

Gravitational equations derived from the principle of least action for physics applications.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
23 September 2024
Listed Since
10 June 2024

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