• RLangGFun

• Referenced in 6 articles [sw14280]
• question of deciding $mathbb N$-rationality. In addition, some aspects and problems concerning the implementation...
• BRAID

• Referenced in 14 articles [sw04311]
• classify indecomposable rational functions (in characteristic zero) of degree n whose monodromy group...
• Miniball

• Referenced in 32 articles [sw05179]
• previous methods, we explicitly address small cases (n≤d+2), derive the necessary primitive operations ... that they can efficiently be realized with rational arithmetic. An implementation (along with a fast...
• Algorithm 973

• Referenced in 1 article [sw23684]
• algorithm is based on rational interpolatory Fejér quadrature rules, together with a sequence of real ... that are given in advance. Since for n fixed in advance, the accuracy ... computed nodes and weights in the n-point rational quadrature formula strongly depends ... points in the rational quadrature rule, limited by the value n (instead of fixing...
• RationalFirstintegrals

• Referenced in 2 articles [sw14472]
• their method into a certified algorithm computing rational first integrals via systems of linear equations ... probabilistic algorithm with arithmetic complexity 𝒪 ˜(N 2ω ) and a deterministic algorithm solving the problem ... operations, where N denotes the given bound for the degree of the rational first integral ... which computes a rational first integral, or fails, in 𝒪 ˜(N ω+2 ) arithmetic operations...
• LFTB

• Referenced in 3 articles [sw02546]
• multidimensional rational matrix function, or linear fractional transformation, over a box of n real parameters...
• rcdd

• Referenced in 2 articles [sw08186]
• hull in n dimensions). All functions can use exact infinite-precision rational arithmetic...
• ACM

• Referenced in 1 article [sw18226]
• range includes essentially all Hamiltonians that are rational functions of the model’s quadrupole moments ... quadratic in the corresponding conjugate momenta π^N (−2≤M,N≤2). The code makes...