International audienceAs was initially shown by Brent, exponentials of truncated power series can be computed using a constant number of polynomial multiplications. This note gives a relatively simple algorithm with a low constant factor
A method is described to calculate polynomial approximations for exponential integrals. Tables of co...
AbstractIn previous work, we have introduced the technique of relaxed power series computations. Wit...
AbstractThis paper examines the most efficient known serial and parallel algorithms for multiplying ...
International audienceAs was initially shown by Brent, exponentials of truncated power series can be...
International audienceEfficient algorithms are known for many operations on truncated power series (...
summary:An algorithm is presented in ALGOL 60 which automatizes the heuristical work of an investiga...
International audienceWe give an algorithm for computing all roots of polynomials over a univariate ...
Exponential functions are so useful in real world situations. Three of the most common applications ...
AbstractAn analysis of some common power series operations is given in terms of the length of the tr...
AbstractThis paper reports on the development of compact and remarkably general algorithms for the m...
This paper presents a novel technique for manipulating structures which represent infinite power ser...
The classical algorithms require order n 3 operations to compute the first n terms in the reversion ...
L'hypothèse qu'un grand nombre de problèmes n'admettent pas d'algorithme (exact et déterministe) pol...
AbstractIt is shown that if a real-valued function | is polynomial-time computable on [a, b], with a...
this article we will describe the Maple implementation of an algorithm presented in [8]--[13] which ...
A method is described to calculate polynomial approximations for exponential integrals. Tables of co...
AbstractIn previous work, we have introduced the technique of relaxed power series computations. Wit...
AbstractThis paper examines the most efficient known serial and parallel algorithms for multiplying ...
International audienceAs was initially shown by Brent, exponentials of truncated power series can be...
International audienceEfficient algorithms are known for many operations on truncated power series (...
summary:An algorithm is presented in ALGOL 60 which automatizes the heuristical work of an investiga...
International audienceWe give an algorithm for computing all roots of polynomials over a univariate ...
Exponential functions are so useful in real world situations. Three of the most common applications ...
AbstractAn analysis of some common power series operations is given in terms of the length of the tr...
AbstractThis paper reports on the development of compact and remarkably general algorithms for the m...
This paper presents a novel technique for manipulating structures which represent infinite power ser...
The classical algorithms require order n 3 operations to compute the first n terms in the reversion ...
L'hypothèse qu'un grand nombre de problèmes n'admettent pas d'algorithme (exact et déterministe) pol...
AbstractIt is shown that if a real-valued function | is polynomial-time computable on [a, b], with a...
this article we will describe the Maple implementation of an algorithm presented in [8]--[13] which ...
A method is described to calculate polynomial approximations for exponential integrals. Tables of co...
AbstractIn previous work, we have introduced the technique of relaxed power series computations. Wit...
AbstractThis paper examines the most efficient known serial and parallel algorithms for multiplying ...
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