… This “algorithm” is only justified if there is a bound on the … More precisely, the algorithm works
in RischNorman fields, … the numerator in the various variables (Risch-Norman condition (ii))…

… In this paper we review the so-called "parallel Risch" algorithm (see, for example,
Norman & Moore [1977], Norman & Davenport [1979] or ffitch [1981]) for the integration of …

… parallel Risch algorithm (see, eg, the papers by Norman & Moore [1977], Norman & Davenport
[1979], ffitch [1981] or Davenport [1982] for a description of the basic algorithm… algorithm is…

… The example demonstrates an open problem of the parallel Risch algorithm [3] in … A
degree bound for the required polynomial cannot be determined by the parallel tLisch algorithm …

… Norman published a variant of Risch’s algorithm avoiding its recursive structure, which
therefore is sometimes also called the parallel Risch algorithm. The Risch-Norman algorithm can …

… policies, parallel implementations of the grouping algorithm in a parallel computing
environment are described. Extensive experimental results show that the parallel implementation …

… of the differential field containing the integrand “in parallel,” ie, all at once rather than …
Risch algorithm make it an attractive alternative. It is applicable to integrands contained in …

… strategies for scalable parallel execution of expensive stream queries: window split and
window distribute. Window split provides operators for customized parallel execution of query …

… Briefly, it is a two-color ligation-based assay utilizing 30-mer oligonucleotide probes
synthesized in situ on a microarray substrate with automated parallel processing of 96 samples per …

… by the Risch algorithm make it an attractive alternative, so it is present in several computer
algebra systems, either as a replacement or preprocessor for the recursive algorithm. It is …