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Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Approximation (G.1.2) > Rational Approximation (G.1.2...)
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1-5 of 5
Reviews about "Rational Approximation (G.1.2...)":
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Assessing the epistemological relevance of Dung-style argumentation theories Betz G. Annals of Mathematics and Artificial Intelligence 78(3-4): 303-321, 2016. Type: Article
Phan Minh Dung described a model for argumentation in Artificial Intelligence in 1995 [1]. The model presents an argument framework as a collection of arguments together with an attack-relation defined on the set. A single argum...
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May 11 2017 |
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Interpolating arithmetic read-once formulas in parallel Bshouty N., Cleve R. SIAM Journal on Computing 27(2): 401-413, 1998. Type: Article
The authors consider the problem of recovering arithmetic read-once formulas. Such a formula is defined over a set of variables, and the allowed operations are addition, subtraction, division, and multiplication. Each variable can occu...
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Aug 1 1999 |
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Algorithm 766: experiments with a weakly stable algorithm for computing Padé-Hermite and simultaneous Padé approximants Cabay S., Jones A., Labahn G. ACM Transactions on Mathematical Software 23(1): 91-110, 1997. Type: Article
The Fortran implementation of an iterative lookahead algorithm for the computation of a diagonal of the Padé tables of Padé-Hermite and simultaneous Padé systems is described. The results of the computation i...
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Sep 1 1997 |
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On a rational approximation problem in the real Hardy space H2 Baratchart L., Olivi M., Wielonsky F. Theoretical Computer Science 94(2): 175-197, 1992. Type: Article
An algorithm for determining a rational function that approximates a holomorphic function on a domain of the complex plane is described. One application the authors have in mind is the construction of a concise description of a discret...
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Jun 1 1993 |
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Approximation of nonlinear dynamic systems by rational series Hespel C., Jacob G. Theoretical Computer Science 79(1): 151-162, 1991. Type: Article
Following the work of M. Fliess [1,2] and earlier work by Hespel [3], the authors show how to write a MACSYMA program that, given an analytic dynamical system q′(t)= A0(q)+&am...
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Dec 1 1991 |
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