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Random Point Sources: A Mathematical Theory of Point-Source Recovery

Random Point Sources: A Mathematical Theory of Point-Source Recovery

Hardcover

Series: Signals and Communication Technology

Technology & EngineeringProbability & Statistics

PREORDER - Expected ship date February 24, 2027

ISBN10: 3032399920
ISBN13: 9783032399922
Publisher: Springer
Published: Feb 24 2027
Pages: 342
Language: English

This book provides a mathematical framework for sparse sensing and coherent recovery when the hidden object is a random marked point measure rather than a deterministic sparse vector. Point sources, scatterers, arrivals, paths, targets, and events are treated as random empirical fields observed through linear and coherent sensing operators. The book brings together point-process theory, random measures, inverse problems, signal processing, coherent spectra, matched filtering, sparse reconstruction, covariance geometry, Fisher information, and uncertainty quantification. Its central premise is that a sensor does not observe a point pattern directly: It observes a projection, blur, coherent superposition, sampled field, or noisy transformation of an underlying source measure.

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Clark, Daniel

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Technology & Engineering