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A New Algorithmic Scheme for Computing Characteristic Sets

Computer Science – Symbolic Computation
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A new conception for computing gröbner basis and its applications

Computer Science – Symbolic Computation
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A New General-Purpose Method to Multiply 3x3 Matrices Using Only 23 Multiplications

Computer Science – Symbolic Computation
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A Non-Holonomic Systems Approach to Special Function Identities

Computer Science – Symbolic Computation
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A note on Solving Parametric Polynomial Systems

Computer Science – Symbolic Computation
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A Note on the DQ Analysis of Anisotropic Plates

Computer Science – Symbolic Computation
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A novel approach to symbolic algebra

Computer Science – Symbolic Computation
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A polynomial time algorithm for computing the HNF of a module over the integers of a number field

Computer Science – Symbolic Computation
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A Proof of a Recursion for Bessel Moments

Computer Science – Symbolic Computation
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A recombination algorithm for the decomposition of multivariate rational functions

Computer Science – Symbolic Computation
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A Recursive Method for Determining the One-Dimensional Submodules of Laurent-Ore Modules

Computer Science – Symbolic Computation
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A Refined Denominator Bounding Algorithm for Multivariate Linear Difference Equations

Computer Science – Symbolic Computation
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A Refined Difference Field Theory for Symbolic Summation

Computer Science – Symbolic Computation
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A Sparse Flat Extension Theorem for Moment Matrices

Computer Science – Symbolic Computation
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A Symbolic Summation Approach to Feynman Integral Calculus

Computer Science – Symbolic Computation
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A Symbolic Summation Approach to Find Optimal Nested Sum Representations

Computer Science – Symbolic Computation
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A Unified Formal Description of Arithmetic and Set Theoretical Data Types

Computer Science – Symbolic Computation
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A Worst-case Bound for Topology Computation of Algebraic Curves

Computer Science – Symbolic Computation
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About the generalized LM-inverse and the weighted Moore-Penrose inverse

Computer Science – Symbolic Computation
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Abstracting Path Conditions

Computer Science – Symbolic Computation
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