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Wiley Fractal-Based Point Processes: 366 - Probability and Statistics

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Description

Explore the intersection of two major mathematical fields with Fractal-Based Point Processes: 366 from the Wiley Series in Probability and Statistics. This publication offers a complete and integrated presentation of fractals and point processes, covering everything from fundamental definitions and measures to advanced analysis and estimation. The authors demonstrate how fractal-based point processes serve as a powerful tool for representing and describing diverse phenomena across the physical and biological sciences. This text provides the mathematical framework necessary to understand complex systems and data patterns. By bridging these two disciplines, the book offers practical applications for researchers and students. Examples of utility include modeling information-packet arrivals on computer networks and analyzing action-potential occurrences in neural preparations. This resource is a valuable addition to any academic or professional library focused on engineering physics and statistical modeling.

Key Features

Provides an integrated approach to the study of both fractals and point processes in a single volume.

Covers the full mathematical spectrum from basic definitions and measures to complex analysis and estimation.

Demonstrates practical applications in physical and biological sciences to show real-world utility.

Includes specific examples such as computer network information-packet arrivals and neural action-potentials.

Part of the respected Wiley Series in Probability and Statistics for academic and professional use.

Product Specifications

Brand
Wiley
Format
hardcover
Domain
Amazon UK
Release Date
07 October 2005
Listed Since
05 February 2007

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No barcode data available

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