JOURNAL OF COMPUTATIONAL PHYSICS

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$Ordinary differential equations / Complex analysis / Bessel function / Fourier analysis / Coulomb wave function / Gamma function / Logarithmic derivative / Airy function / Continued fraction / Mathematical analysis / Special functions / Mathematics$ Date: 2014-01-27 21:25:34 Ordinary differential equations Complex analysis Bessel function Fourier analysis Coulomb wave function Gamma function Logarithmic derivative Airy function Continued fraction Mathematical analysis Special functions Mathematics		JOURNAL OF COMPUTATIONAL PHYSICS Add to Reading List Source URL: www.ianthompson.org Download Document from Source Website File Size: 1,14 MB Share Document on Facebook

	update: September 9-11, ICSFA-2016 XVth Annual Conference of Society for Special Functions and their Applications Department of Applied Sciences and Humanities Faculty of Engineering and Technology, DocID: 1uY2G - View Document
	STARK’S QUESTION ON SPECIAL VALUES OF L–FUNCTIONS Cristian D. Popescu1 Abstract. In 1980, Stark posed a far reaching question regarding the second derivatives at s = 0 of L–functions of order of vanishing two asso DocID: 1uUPu - View Document
	406 Homing solution – Beacon battery considerations (RTCM) Introduction This paper sets out the battery requirements for a basic 406 MHz PLB without any special functions that would require additional battery capacity DocID: 1unOo - View Document
	Integral Motives and Special Values of Zeta Functions James S. Milne and Niranjan Ramachandran Abstract. For each field k, we define a category of rationally decomposed mixed motives with Z-coefficients. When k is finite DocID: 1tUBU - View Document
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