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Springer Dynamic Systems on Measure Chains - Mathematics Applications 370

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Description

Explore the unified theory of dynamic systems that bridges continuous and discrete time analysis through the innovative measure chain framework. This Springer mathematical text presents a comprehensive approach to modelling phenomena that require both continuous and discrete temporal components, offering researchers and advanced students a cohesive methodology for understanding complex systems. The measure chain concept, also called a time-scale, provides the mathematical foundation to handle both system types simultaneously, revealing subtle differences and relationships between continuous and discrete dynamics. Ideal for those studying differential equations, mathematical analysis, and applied mathematics seeking deeper insight into how dynamic systems behave across different temporal domains.

Key Features

Springer publication covering measure chains and time-scale dynamics in mathematical systems.

Provides unified framework for analysing both continuous and discrete dynamic systems simultaneously.

Explores mathematical modelling of phenomena using arbitrary closed sets of real numbers as time-scales.

Part of Mathematics and Its Applications series (Volume 370) for advanced mathematical study.

Designed for researchers and students in differential equations and mathematical analysis.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
08 December 2010
Listed Since
14 June 2010

Barcode

No barcode data available

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