Description:
Numerical Analysis.
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Parametric Relation
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Hello; 1) Having the relation: r(t) = { a + b.t + c.t^2 + d.t^3 + h.t^4 + k.t^5 }.Exp(m.t) where: a, b, c, d, h, k, m are real m > 0 t > 0 r > 0 "." represents multiplication sign 2) Is there a practical way (even with the help of a system Algebraic package) to derive the parametric relation between "m" on one side and... more »
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What Is Islam?
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Need Solutions Manual - I will pay.
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FAQ: Scientific Computing and Numerical Analysis
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Archive-name: num-analysis/faq/part1 Posting-Frequency: monthly Last-modified: 2008 Mar 27 URL: [link] Copyright: (c) 1995-2008 S. J. Sullivan. Maintainer: Steve Sullivan <sulli...@mathcom.com> The Scientific Computing and Numerical Analysis FAQ is at:... more »
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Solving a large, sparse, nearly symmetric system
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Hi, I'm solving a very large, real, sparse system that has the following structure: [ A B^T ] [ B 0 ] A is banded, nonzero along the main diagonal, and the off-diagonals are antisymmetric. In other words, ignoring the main diagonal, A = - A^T. Additionally, A is diagonally dominant. Finally, B B^T is... more »
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Sultan
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