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Adaptive numerical solution...
Numerical mathematics is a subtopic ofscientific computing. The focuslies on the efficiencyof algorithms, i.e. speed, reliability, and robustness. This leads to adaptive algorithms. The theoreticalderivation und analysesof algorithmsare kept as elementary as possible in this book; the neededsligtly advancedmathematical theory is summarized in the appendix. Numerous figures and illustrating examples explain the complex data, as non-trivial examples serve problems from nanotechnology, chirurgy, and physiology. The bookaddressesstudents as well aspractitioners inmathematics, naturalsciences, and engineering. It is designed as atextbook but also suitable for self study
Monografía
monografia Rebiun39046870 https://catalogo.rebiun.org/rebiun/record/Rebiun39046870 m o d cr |n||||||||| 120702s2012 gw ob 001 0 eng d 812574365 817224554 817816931 1485290443 9783110283105 Paper) 3110283107 Paper) 9783110283112 electronic bk.) 3110283115 electronic bk.) 1283628511 9781283628518 9786613940964 AU@ 000051573891 AU@ 000062634638 CHBIS 010396782 CHVBK 331228572 DEBBG BV043037958 DEBSZ 421326409 DEBSZ 431128790 DEBSZ 478282818 394096 MIL CDX eng pn CDX OCLCO IDEBK YDXCP E7B N$T OCLCQ EBLCP OCLCQ OCLCF OCLCQ DEBSZ OCLCQ S3O OCLCQ DEGRU TKN LEAUB OCLCO UKAHL OCLCQ U9X AUD OCLCQ OCLCO OCLCQ OCLCO OCLCL CLOUD UKKRT OCLCQ OCLCA OCLCL OCLCA QA lcco MAT 007020 bisacsh 515/.3533 23 https://id.oclc.org/worldcat/ddc/E36X4cVpf47H3tmfcqy4cYHMrJ SK 500 rvk Deuflhard, P. Peter) author. https://id.oclc.org/worldcat/entity/E39PBJghhQ4JpYD4QXXWw7pVmd Adaptive numerical solution of PDEs by Peter Deuflhard, Martin Weiser Berlin Walter de Gruyter & Co 2012 Berlin Berlin Walter de Gruyter & Co 1 online resource (1 volume) 1 online resource (1 volume) Text txt rdacontent computer c rdamedia online resource cr rdacarrier De Gruyter textbook Includes bibliographical references and index Frontmatter -- Preface -- Contents -- Outline -- Chapter 1. Elementary Partial Differential Equations -- Chapter 2. Partial Differential Equations in Science and Technology -- Chapter 3. Finite Difference Methods for Poisson Problems -- Chapter 4. Galerkin Methods -- Chapter 5. Numerical Solution of Linear Elliptic Grid Equations -- Chapter 6. Construction of Adaptive Hierarchical Meshes -- Chapter 7. Adaptive Multigrid Methods for Linear Elliptic Problems -- Chapter 8. Adaptive Solution of Nonlinear Elliptic Problems -- Chapter 9. Adaptive Integration of Parabolic Problems -- A Appendix -- B Software -- Bibliography -- Index Numerical mathematics is a subtopic ofscientific computing. The focuslies on the efficiencyof algorithms, i.e. speed, reliability, and robustness. This leads to adaptive algorithms. The theoreticalderivation und analysesof algorithmsare kept as elementary as possible in this book; the neededsligtly advancedmathematical theory is summarized in the appendix. Numerous figures and illustrating examples explain the complex data, as non-trivial examples serve problems from nanotechnology, chirurgy, and physiology. The bookaddressesstudents as well aspractitioners inmathematics, naturalsciences, and engineering. It is designed as atextbook but also suitable for self study Differential equations, Elliptic- Numerical solutions- Textbooks Differential equations, Parabolic- Numerical solutions- Textbooks MATHEMATICS- Differential Equations- Partial. Differential equations, Elliptic- Numerical solutions. Differential equations, Parabolic- Numerical solutions. Numerisches Verfahren. Partielle Differentialgleichung. Adaptives Verfahren. Electronic books Textbooks. Weiser, Martin author Print version 9786613940964 (DLC) 2012021685 De Gruyter textbook