Titlebook: Scientific Computing -An Introduction using Maple and MATLAB; Walter Gander,Martin J. Gander,Felix Kwok Textbook 2014 Springer Internation

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書目名稱Scientific Computing -An Introduction using Maple and MATLAB影響因子(影響力)




書目名稱Scientific Computing -An Introduction using Maple and MATLAB影響因子(影響力)學科排名




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書目名稱Scientific Computing -An Introduction using Maple and MATLAB網(wǎng)絡公開度學科排名




書目名稱Scientific Computing -An Introduction using Maple and MATLAB被引頻次




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書目名稱Scientific Computing -An Introduction using Maple and MATLAB讀者反饋




書目名稱Scientific Computing -An Introduction using Maple and MATLAB讀者反饋學科排名

aspersion

東西

978-3-319-38158-9Springer International Publishing Switzerland 2014

mechanism

Chronological

Linear Systems of Equations,physics and engineering have been modeled by linear differential equations, since they are much easier to analyze than nonlinear ones. In addition, even when the model is nonlinear, the problem is often solved iteratively as a sequence of linear problems, e.g., by Newton’s method (Chapter .).

Encumber

Interpolation,rt this chapter with several introductory examples in Section 4.1, through which we explain the interpolation principle. The most common interpolation technique is to use polynomials, and we show in Section 4.2 four classical techniques: using monomials, Lagrange polynomials, Newton polynomials, and orthogonal polynomials.

HEDGE

沐浴

Differentiation, subject to errors (see quote above). They appear however also in other con- texts, and form an important subclass of more general optimization problems, see Chapter .. After several typical examples of least squares problems, we start in Section 6.2 with the linear least squares problem and the natural solution given by the normal equations.

misanthrope

Numerical Ordinary Differential Equations,roblems, namely ordinary differential equations, for which the field has reached a certain maturity. This is much less so for partial differential equa tions, for which the theory about existence of solutions is also much less complete.

ALT