Journal of Symbolic Computation
Journal of Symbolic Computation is a journal indexed in SJR in Computational Mathematics and Algebra and Number Theory with an H index of 66. It has an SJR impact factor of 0,533 and it has a best quartile of Q2. It is published in English. It has an SJR impact factor of 0,533.
Metrics
Scimago and CountryOfPapers database fields
SJR Impact
0,533
H-index
66
Docs (year)
67
Docs 3y
246
Total refs
2042
Cites 3y
248
Citable 3y
239
Cites/Doc 2y
1.05
Ref/Doc
30.48
Immediate OA
—
Embargoed OA
NPD
Non OA / Submission
—
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Researcher reviews
Best articles by citations
Barnett's Theorems About the Greatest Common Divisor of Several Univariate Polynomials Through Bezout-like Matrices
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View moreCorner edge cutting and Dixon A-resultant quotients
View moreComputing Transformation Semigroups
View moreComputing the Primary Decomposition of Zero-dimensional Ideals
View moreComputing Subgroups by Exhibition in Finite Solvable Groups
View moreComputing maximal subgroups of finite groups
View moreComputation of the topology of real algebraic space curves
View moreComputation of the finitistic dimension of monomial algebras
View moreComputation of the Dual of a Plane Projective Curve
View moreComparing Approaches to the Exploration of the Domain of Residue Classes
View moreCalculating the Galois Group of Y'===AY+++B,Y'===AY Completely Reducible
View moreA long note on Mulders' short product
View moreAutomatic derivation and implementation of fast convolution algorithms
View moreApproximate Solutions of Polynomial Equations
View moreAn objective representation of the Gaussian integers
View moreAlgorithmical determination of the topology of a real algebraic surface
View moreAlgorithmic Computation of Flattenings and of Modular Deformations
View moreA symbolic test for (i,j)-uniformity in reduced zero-dimensional schemes
View moreA survey of strategies in rule-based program transformation systems
View moreA result on braids via the investigation of a rewriting system
View moreA relative van Hoeij algorithm over number fields
View moreA reconstruction and extension of Maple's assume facility via constraint contextual rewriting
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