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Tropical and Idempotent Mathematics and Applications International Workshop on Tropical and Idempotent Mathematics August 26 31 2012 Independent Moscow Russia 1st Edition by G L Litvinov, S N Sergeev ISBN 082189496X 9780821894965

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Tropical and Idempotent Mathematics and Applications International Workshop on Tropical and Idempotent Mathematics August 26 31 2012 Independent Moscow Russia 1st Edition G. L. Litvinov Digital Instant Download

Author(s): G. L. Litvinov, S. N. Sergeev
ISBN(s): 9780821894965, 082189496X
Edition: 1
File Details: PDF, 3.11 MB
Year: 2014
Language: english
SKU: EB-6704014 Category: Tags: ,

Tropical and Idempotent Mathematics and Applications International Workshop on Tropical and Idempotent Mathematics August 26 31 2012 Independent Moscow Russia 1st Edition by G. L. Litvinov, S. N. Sergeev – Ebook PDF Instant Download/Delivery: 082189496X, 9780821894965

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Product details:

ISBN 10: 082189496X 

ISBN 13: 9780821894965

Author: G. L. Litvinov, S. N. Sergeev

The 16 papers contribute to a branch of mathematics that became established during the 1980s and 1990s. The topics include an approximation of Hopf-Lax type formula via idempotent analysis, tropical Plücker functions and Kashiwara crystals, optimization on the range of a max-separable operator, algebraic structures of tropical mathematics, the complete solution and example application of a constrained tropical optimization problem, idempotent algebra models of single-agent and multi-agent dynamics, the tropicalization and tropical equilibration of chemical reactions, and strong independence and injectivity in tropical modules

Table of contents:

  1. Tropical Cramer Determinants Revisited

  2. An Approximation of Hopf-Lax Type Formula via Idempotent Analysis

  3. Ideals of MV-Semirings and MV-Algebras

  4. Tropical Plücker Functions and Kashiwara Crystals

  5. A Metric on Max-Min Algebra

  6. Optimization on the Range of a Max-Separable Operator

  7. Algebraic Structures of Tropical Mathematics

  8. Parametric Dequantization, Tropical Reduction of Hyperfields and Steady States of AC Electrical Networks

  9. A Constrained Tropical Optimization Problem: Complete Solution and Application Example

  10. On the Mathematical Foundations of Classical Thermodynamics

  11. Tropical Support Sets in Analysis of Weak Links and Complementarity

  12. Idempotent Algebra Models of Single-Agent and Multi-Agent Dynamics

  13. Tropical Convexity over Max-Min Semiring

  14. Tropicalization and Tropical Equilibration of Chemical Reactions

  15. An Overview of Transience Bounds in Max-Plus Algebra

  16. Strong Independence and Injectivity in Tropical Modules

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Tags: G L Litvinov, S N Sergeev, Tropical Mathematics, Idempotent Mathematics, Applications, International Workshop