Idempotent mathematics and interval analysis

Abstract

A brief introduction into Idempotent Mathematics and an idempotent version of Interval Analysis are presented. Some applications are discussed.

22 pages, no figures; to be published in an abridged form in Reliable Computing (Kluwer); the bibliography is updated in this version

References in corpus (1)

• Correspondence principle for idempotent calculus and some computer applications

Cited by in corpus (4)

• Duality and interval analysis over idempotent semirings
• A unifying approach to software and hardware design for scientific calculations and idempotent mathematics
• Unifying Approach to Software and Hardware Design for Scientific Calculations
• Evaluation of the Lyapunov exponent for generalized linear second-order exponential systems