000			02119 a2200205 4500
005			20181025105938.0
008			181025b xxu||||| |||| 00| 0 eng d
020			_a9781611975079
040			_cIIT Kanpur
041			_aeng
082			_a518.0285 _bD833f
100			_aDriscoll, Tobin A.
245			_aFundamentals of numerical computation _cTobin A. Driscoll and Richard J. Braun
260			_bSIAM _c2018 _aPhiladelphia
300			_axxix, 553p
520			_a"If mathematical modeling is the process of turning real phenomena into mathematical abstractions, then numerical computation is largely about the transformation from abstract mathematics to concrete reality. Many science and engineering disciplines have long benefited from the tremendous value of the correspondence between quantitative information and mathematical manipulation." -from the PrefaceFundamentals of Numerical Computation is an advanced undergraduate-level introduction to the mathematics and use of algorithms for the fundamental problems of numerical computation: linear algebra, finding roots, approximating data and functions, and solving differential equations. The book is organized with simpler methods in the first half and more advanced methods in the second half, allowing use for either a single course or a sequence of two courses. The authors take readers from basic to advanced methods, illustrating them with over 200 self-contained MATLAB functions and examples designed for those with no prior MATLAB experience. Although the text provides many examples, exercises, and illustrations, the aim of the authors is not to provide a cookbook per se, but rather an exploration of the principles of cooking.Professors Driscoll and Braun have developed an online resource that includes well-tested materials related to every chapter. Among these materials are lecture-related slides and videos, ideas for student projects, laboratory exercises, computational examples and scripts, and all the functions presented in the book.
650			_aNumerical analysis -- Data processing
700			_aBraun, Richard J.
942			_cBK
999			_c559473 _d559473