Titlebook: Mathematical Aspects of Computer and Information Sciences; 8th International Co Daniel Slamanig,Elias Tsigaridas,Zafeirakis Zafeir Conferen

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书目名称Mathematical Aspects of Computer and Information Sciences影响因子(影响力)




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书目名称Mathematical Aspects of Computer and Information Sciences网络公开度学科排名




书目名称Mathematical Aspects of Computer and Information Sciences被引频次




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书目名称Mathematical Aspects of Computer and Information Sciences读者反馈学科排名

Jejune

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充足

Proving Two Conjectural Series for , and Discovering More Series for y presented method i.e., we view the series as specializations of generating series and derive integral representations. Using substitutions, we express these integral representations in terms of cyclotomic harmonic polylogarithms. Finally, by applying known relations among the cyclotomic harmonic p

令人悲伤

Generalized Integral Dependence Relations theory of Grothendieck local duality on residues, an effective algorithm is introduced for computing generalized integral dependence relations. It is shown that, with the aid of local cohomology, generalized integral dependence relations in the ring of convergent power series can be computed in a p

Generic-Drug

Outwit

Comprehensive , Factors of Polynomial Matricescial cases can be discontinuous with respect to the parameters, the discontinuities being triggered by zero pivots encountered during factorization. For polynomial matrices, we describe an implementation of comprehensive LU decomposition in ., using the . package.

朋党派系

Sublinear Cost Low Rank Approximation via Subspace Samplingomputations with LRA can be performed at ., that is, by using much fewer memory cells and arithmetic operations than an input matrix has entries. Although every sublinear cost algorithm for LRA fails to approximate the worst case inputs, we prove that our sublinear cost variations of a popular subsp

关节炎

盘旋

New Practical Advances in Polynomial Root Clustering their previous best subdivision algorithms our root-finders are robust even for multiple roots of a polynomial given by a black box for the approximation of its coefficients, and their complexity decreases at least proportionally to the number of roots in a region of interest (ROI) on the complex p