Name: Boolean Functions: With Engineering Applications and Computer Programs (en Inglés)
SKU: 62113345
Price: 111.73 USD
Availability: InStock
Author: Winfried G. Schneeweiss
ISBN: 9783642456404

portada Boolean Functions: With Engineering Applications and Computer Programs (en Inglés)

Boolean Functions: With Engineering Applications and Computer Programs (en Inglés)

Formato

Libro Físico

Editorial

Springer Verlag Gmbh

Autor

Winfried G. Schneeweiss

Idioma

Inglés

N° páginas

264

Encuadernación

Tapa Blanda

ISBN13

9783642456404

Boolean Functions: With Engineering Applications and Computer Programs (en Inglés)

Winfried G. Schneeweiss (Autor) · Springer Verlag Gmbh · Tapa Blanda

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Reseña del libro "Boolean Functions: With Engineering Applications and Computer Programs (en Inglés)"

Modern systems engineering (e. g. switching circuits design) and operations research (e. g. reliability systems theory) use Boolean functions with increasing regularity. For practitioners and students in these fields books written for mathe- maticians are in several respects not the best source of easy to use information, and standard books, such as, on switching circuits theory and reliability theory, are mostly somewhat narrow as far as Boolean analysis is concerned. Further- more, in books on switching circuits theory the relevant stochastic theory is not covered. Aspects of the probabilistic theory of Boolean functions are treated in some works on reliability theory, but the results deserve a much broader interpre- tation. Just as the applied theory (e. g. of the Laplace transform) is useful in control theory, renewal theory, queueing theory, etc., the applied theory of Boolean functions (of indicator variables) can be useful in reliability theory, switching circuits theory, digital diagnostics and communications theory. This book is aimed at providing a sufficiently deep understanding of useful results both in practical work and in applied research. Boolean variables are restricted here to indicator or O/l variables, i. e. variables whose values, namely 0 and 1, are not free for a wide range of interpretations, e. g. in digital electronics 0 for L ==low voltage and 1 for H == high voltage.