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Operational Calculus in Two Variables and Its Applications
A concise monograph by two Russian experts provides an account of the operational calculus in two variables based on the two-dimensional Laplace transform. Suitable for advanced undergraduates and graduate students in mathematics, the treatment requires some familiarity with operational calculus in one variable.
Part One of the two-part approach presents the fundamental theory in two chapters, examining the two-dimensional Laplace transform and offering basic definitions and theorems of the operational calculus in two variables and its applications. Part Two presents tables of formulae for various categories of functions, including rational and irrational functions; exponential and logarithmic functions; cylinder, integral, and confluent hypergeometric functions; and other areas.
non-fiction;mathematical studies;mathematics;books on math;calculus;learning calculus;fundamental theory;two-dimensional laplace transform;operational calculus in two variables;dimensional laplace;rational and irrational functions;exponential and logarithmic functions;cylinder;integrals;confluent hypergeometric functions;Laplace transform; two-dimensional Laplace transform; Laplace integral; The inversion theorem; Kelvin functions;Ā Rational functions; Irrational functions; Exponential functions; Logarithmic functions; Hyperbolic functions; Inverse hyperbolic functions; Cylinder functions; Integral functions; Confluent hypergerometric functions.
Part One of the two-part approach presents the fundamental theory in two chapters, examining the two-dimensional Laplace transform and offering basic definitions and theorems of the operational calculus in two variables and its applications. Part Two presents tables of formulae for various categories of functions, including rational and irrational functions; exponential and logarithmic functions; cylinder, integral, and confluent hypergeometric functions; and other areas.
Reprint of theĀ Pergamon Press, Oxford and New York, 1962 edition.
$14.95
Operational Calculus in Two Variables and Its Applicationsā
$14.95
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Description
A concise monograph by two Russian experts provides an account of the operational calculus in two variables based on the two-dimensional Laplace transform. Suitable for advanced undergraduates and graduate students in mathematics, the treatment requires some familiarity with operational calculus in one variable.
Part One of the two-part approach presents the fundamental theory in two chapters, examining the two-dimensional Laplace transform and offering basic definitions and theorems of the operational calculus in two variables and its applications. Part Two presents tables of formulae for various categories of functions, including rational and irrational functions; exponential and logarithmic functions; cylinder, integral, and confluent hypergeometric functions; and other areas.
non-fiction;mathematical studies;mathematics;books on math;calculus;learning calculus;fundamental theory;two-dimensional laplace transform;operational calculus in two variables;dimensional laplace;rational and irrational functions;exponential and logarithmic functions;cylinder;integrals;confluent hypergeometric functions;Laplace transform; two-dimensional Laplace transform; Laplace integral; The inversion theorem; Kelvin functions;Ā Rational functions; Irrational functions; Exponential functions; Logarithmic functions; Hyperbolic functions; Inverse hyperbolic functions; Cylinder functions; Integral functions; Confluent hypergerometric functions.
Part One of the two-part approach presents the fundamental theory in two chapters, examining the two-dimensional Laplace transform and offering basic definitions and theorems of the operational calculus in two variables and its applications. Part Two presents tables of formulae for various categories of functions, including rational and irrational functions; exponential and logarithmic functions; cylinder, integral, and confluent hypergeometric functions; and other areas.
Reprint of theĀ Pergamon Press, Oxford and New York, 1962 edition.
