Publisher:

American Mathematical Society

Number of Pages:

370

Price:

99.00

ISBN:

0-8218-3538-6

Date Received:

Wednesday, June 1, 2005

Reviewable:

No

Reviewer Email Address:

Series:

Contemporary Mathematics 377

Publication Date:

2005

Format:

Paperback

Audience:

Category:

Proceedings

* G. L. Litvinov -- The Maslov's dequantization, idempotent and tropical mathematics: A very brief introduction

* M. Akian, S. Gaubert, and V. Kolokoltsov -- Set coverings and invertibility of functional Galois connections

* M. Akian, S. Gaubert, and C. Walsh -- Discrete max-plus spectral theory

* A. Baklouti -- Dequantization of coadjoint orbits: Moment sets and characteristic varieties

* P. Butkovic -- On the combinatorial aspects of max-algebra

* G. Cohen, S. Gaubert, J.-P. Quadrat, and I. Singer -- Max-plus convex sets and functions

* A. Di Nola and B. Gerla -- Algebras of Lukasiewicz's logic and their semiring reducts

* W. H. Fleming and W. M. McEneaney -- Max-plus approaches to continuous space control and dynamic programming

* K. Khanin, D. Khmelev, and A. Sobolevskii -- A blow-up phenomenon in the Hamilton-Jacobi equation in an unbounded domain

* G. L. Litvinov and G. B. Shpiz -- The dequantization transform and generalized Newton polytopes

* P. Loreti and M. Pedicini -- An object-oriented approach to idempotent analysis: Integral equations as optimal control problems

* P. Lotito, J.-P. Quadrat, and E. Mancinelli -- Traffic assignment & Gibbs-Maslov semirings

* D. McCaffrey -- Viscosity solutions on Lagrangian manifolds and connections with tunnelling operators

* E. Pap -- Applications of the generated pseudo-analysis to nonlinear partial differential equations

* E. Pap -- A generalization of the utility theory using a hybrid idempotent-probabilistic measure

* M. Passare and A. Tsikh -- Amoebas: Their spines and their contours

* J. Richter-Gebert, B. Sturmfels, and T. Theobald -- First steps in tropical geometry

* I. V. Roublev -- On minimax and idempotent generalized weak solutions to the Hamilton-Jacobi equation

* E. Wagneur -- Dequantisation: Semi-direct sums of idempotent semimodules

* J. van der Woude and G. J. Olsder -- On (min,max,+)-inequalities

* K. Zimmermann -- Solution of some max-separable optimization problems with inequality constraints

* M. Akian, S. Gaubert, and V. Kolokoltsov -- Set coverings and invertibility of functional Galois connections

* M. Akian, S. Gaubert, and C. Walsh -- Discrete max-plus spectral theory

* A. Baklouti -- Dequantization of coadjoint orbits: Moment sets and characteristic varieties

* P. Butkovic -- On the combinatorial aspects of max-algebra

* G. Cohen, S. Gaubert, J.-P. Quadrat, and I. Singer -- Max-plus convex sets and functions

* A. Di Nola and B. Gerla -- Algebras of Lukasiewicz's logic and their semiring reducts

* W. H. Fleming and W. M. McEneaney -- Max-plus approaches to continuous space control and dynamic programming

* K. Khanin, D. Khmelev, and A. Sobolevskii -- A blow-up phenomenon in the Hamilton-Jacobi equation in an unbounded domain

* G. L. Litvinov and G. B. Shpiz -- The dequantization transform and generalized Newton polytopes

* P. Loreti and M. Pedicini -- An object-oriented approach to idempotent analysis: Integral equations as optimal control problems

* P. Lotito, J.-P. Quadrat, and E. Mancinelli -- Traffic assignment & Gibbs-Maslov semirings

* D. McCaffrey -- Viscosity solutions on Lagrangian manifolds and connections with tunnelling operators

* E. Pap -- Applications of the generated pseudo-analysis to nonlinear partial differential equations

* E. Pap -- A generalization of the utility theory using a hybrid idempotent-probabilistic measure

* M. Passare and A. Tsikh -- Amoebas: Their spines and their contours

* J. Richter-Gebert, B. Sturmfels, and T. Theobald -- First steps in tropical geometry

* I. V. Roublev -- On minimax and idempotent generalized weak solutions to the Hamilton-Jacobi equation

* E. Wagneur -- Dequantisation: Semi-direct sums of idempotent semimodules

* J. van der Woude and G. J. Olsder -- On (min,max,+)-inequalities

* K. Zimmermann -- Solution of some max-separable optimization problems with inequality constraints

Publish Book:

Modify Date:

Monday, October 17, 2005

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