Convex Integration Applied to the Multi-dimensional Compressible Euler Equations
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Convex Integration Applied to the Multi-dimensional Compressible Euler Equations

SKU: 9783030837846

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Explore the groundbreaking application of convex integration to multi-dimensional compressible Euler equations in ‘Convex Integration Applied to the Multi-dimensional Compressible Euler Equations’. This essential book, perfect for “The bookish owl” readers, details how the convex integration technique, pioneered for incompressible fluids, is extended to prove the non-uniqueness of solutions for both barotropic and full compressible Euler systems. Delve into accessible introductions to hyperbolic conservation laws and the core ideas of convex integration within the compressible framework. This self-contained volume offers a novel generalization of the De Lellis–Székelyhidi approach, providing crucial insights for mathematicians and physicists interested in fluid dynamics and advanced analysis. Discover the implications for the Riemann problem and related theories.

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Description

  • ISBN-10: 303083784X
  • ISBN-13: 978-3030837846
  • Edition: 2021st
  • Publication date: 21 October 2021
  • Language: English
  • Dimensions: 15.5 x 1.45 x 23.5 cm
  • Print length: 242 pages

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