000			01382nam a2200181la 4500
005			20250807154612.0
008			250807s9999 xx 000 0 und d
020			_a9780898712988
082			_a515.35 _bLUN
100			_aLund, John
245		0	_aSinc Methods for Quadrature and Differential Equations _cLund, John; Bowers, Kenneth L.
260			_bSIAM _c1992
300			_a306 pages
520			_aHere is an elementary development of the Sinc-Galerkin method with the focal point being ordinary and partial differential equations. This is the first book to explain this powerful computational method for treating differential equations. These methods are an alternative to finite difference and finite element schemes, and are especially adaptable to problems with singular solutions. The text is written to facilitate easy implementation of the theory into operating numerical code. The authors' use of differential equations as a backdrop for the presentation of the material allows them to present a number of the applications of the sinc method. Many of these applications are useful in numerical processes of interest quite independent of differential equations. Specifically, numerical interpolation and quadrature, while fundamental to the Galerkin development, are useful in their own right.
650			_aMathematics
700	1		_aBowers, Kenneth L.
942			_cENGLISH
999			_c579223 _d579223