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Idempotent Analysis
About this Title
V. P. Maslov and S. N. Samborskiĭ, Editors
Publication: ADVSOV
Publication Year:
1992; Volume 13
ISBNs: 978-0-8218-4114-3 (print); 978-1-4704-4610-9 (online)
DOI: https://doi.org/10.1090/advsov/013
MathSciNet review: MR1203781
MSC: Primary 00B15; Secondary 46N99, 46S99
Table of Contents
Front/Back Matter
Articles
- S. Dobrokhotov, V. Kolokoltsov and V. Maslov – Quantization of the Bellman equation, exponential asymptotics and tunneling
- P. Dudnikov – Endomorphisms of the semimodule of bounded functions
- P. Dudnikov and S. Samborskii – Endomorphisms of finitely generated free semimodules
- V. Kolokoltsov – On linear, additive, and homogeneous operators in idempotent analysis
- S. Lesin and S. Samborskii – Spectra of compact endomorphisms
- V. Maslov and S. Samborskii – Stationary Hamilton-Jacobi and Bellman equations (existence and uniqueness of solutions)
- S. Samborskii and G. Shpiz – Convex sets in the semimodule of bounded functions
- S. Samborskii and A. Tarashchan – The Fourier transform and semirings of Pareto sets
- M. Shubin – Algebraic remarks on idempotent semirings and the kernel theorem in spaces of bounded functions
- S. Yakovenko and L. Kontorer – Nonlinear semigroups and infinite horizon optimization