The convergence of columns in the univariateqd-algorithm to reciprocals of polar singularities of meromorphic functions has often proved to be very useful.
By performing an equivalence transformation of the underlying corresponding continued fraction and programming the newqd-like scheme so as to compute ...
The convergence of columns in the univariateqd-algorithm to reciprocals of polar singularities of meromorphic functions has often proved to be very useful.
Floating-point versus Symbolic Computations in theQD-algorithm. ANNIE CUYT. Pages 695-703: View PDF. Article preview. select article A New Approach for ...
Semantic Scholar extracted view of "Floating-point versus symbolic computations in a multivariate qd-like algorithm" by A. Cuyt.
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Annie A. M. Cuyt: Floating-point versus Symbolic Computations in theQD-algorithm. 695- ...
Floating-point versus Symbolic Computations in theQD-algorithm. Localización: Journal of symbolic computation, ISSN 0747-7171, Vol. 24, Nº 6, 1997, págs.
In computing, floating-point arithmetic (FP) in some base (or radix) is arithmetic that represents subsets of real numbers using a fixed-point value (called ...
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Floating-point versus Symbolic Computations in theQD-algorithm. February 1970 · Journal of Symbolic Computation. Annie Cuyt. The convergence of ...
Some scientific computations actually require more than the standard IEEE 64-bit floating-point arith- metic. Typically these applications feature one or more.