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Book
Year: 1965 Publisher: Berlin: Akademie,
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Book
Year: 1962 Publisher: Oxford: Clarendon,
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Asymptotes --- Functions --- Approximation theory
Book
Year: 1968 Publisher: Oxford : Clarendon press,
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Book
Year: 1964 Publisher: New York (N.Y.) : Wiley,
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Differential equations --- Asymptotes. --- Numerical solutions.
Book
Year: 1964 Publisher: New York : Wiley,
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Differential equations --- Asymptotes --- Equations différentielles --- Asymptotes --- Numerical solutions --- Solutions numériques
Book
ISBN: 9814366854 9789814366854 9814366846 9789814366847 Year: 2012 Publisher: Singapore : World Scientific,
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The asymptotic analysis has obtained new impulses with the general development of various branches of mathematical analysis and their applications. In this book, such impulses originate from the use of slowly varying functions and the asymptotic behavior of generalized functions. The most developed approaches related to generalized functions are those of Vladimirov, Drozhinov and Zavyalov, and that of Kanwal and Estrada. The first approach is followed by the authors of this book and extended in the direction of the S-asymptotics. The second approach - of Estrada, Kanwal and Vindas - is related
Asymptotic expansions. --- Asymptotic developments --- Asymptotes --- Convergence --- Difference equations --- Divergent series --- Functions --- Numerical analysis
Book
Year: 2010 Publisher: Cleveland, Ohio : National Aeronautics and Space Administration, Glenn Research Center,
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Trajectories. --- Launching. --- Mission planning. --- Asymptotes. --- Targets. --- Deep space. --- Handbooks. --- Ballistic trajectories.
ISBN: 2225826439 Year: 1992 Publisher: Paris : Masson,
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Asymptotes --- Continuum mechanics --- Milieux continus, Mécanique des --- Milieux continus, Mécanique des --- Mathématiques --- Mathématiques --- Milieu continu --- Modélisation
ISBN: 1139885162 1107100682 1107088852 1107095026 1107091748 1107103142 0511752512 9781107088856 9780511752513 9781107100688 0521497981 9780521497985 9781139885164 9781107095021 9781107091740 9781107103146 Year: 1995 Volume: 214 Publisher: Cambridge : Cambridge University Press,
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This work, first published in 1995, presents developments in understanding the subdominant exponential terms of asymptotic expansions which have previously been neglected. By considering special exponential series arising in number theory, the authors derive the generalised Euler-Jacobi series, expressed in terms of hypergeometric series. Dingle's theory of terminants is then employed to show how the divergences in both dominant and subdominant series of a complete asymptotic expansion can be tamed. Numerical results are used to illustrate that a complete asymptotic expansion can be made to agree with exact results for the generalised Euler-Jacobi series to any desired degree of accuracy. All researchers interested in the fascinating area of exponential asymptotics will find this a most valuable book.
Jacobi series. --- Asymptotic expansions. --- Asymptotic developments --- Asymptotes --- Convergence --- Difference equations --- Divergent series --- Functions --- Numerical analysis --- Series, Jacobi --- Harmonic analysis --- Series
Book
ISBN: 1281773441 9786611773441 0080871291 Year: 1975 Publisher: Amsterdam : New York : North-Holland Pub. Co. ; American Elsevier Pub. Co.,
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Global theory of a second order linear ordinary differential equation with a polynomial coefficient
Differential equations --- Asymptotic expansions. --- Numerical solutions. --- Asymptotic developments --- Asymptotes --- Convergence --- Difference equations --- Divergent series --- Functions --- Numerical analysis --- 517.91 Differential equations
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