Singular Manual: modstd_lib

> | ### D.4.16 modstd_lib Library: modstd.lib Purpose: Groebner bases of ideals/modules using modular methods Authors: A. Hashemi Amir.Hashemi@lip6.fr G. Pfister pfister@mathematik.uni-kl.de H. Schoenemann hannes@mathematik.uni-kl.de A. Steenpass steenpass@mathematik.uni-kl.de S. Steidel steidel@mathematik.uni-kl.de Overview: A library for computing Groebner bases of ideals/modules in the polynomial ring over the rational numbers using modular methods. References: E. A. Arnold: Modular algorithms for computing Groebner bases. J. Symb. Comp. 35, 403-419 (2003). N. Idrees, G. Pfister, S. Steidel: Parallelization of Modular Algorithms. J. Symb. Comp. 46, 672-684 (2011). Procedures:
> D.4.16.1 modStd |  | standard basis of I using modular methods
> D.4.16.2 modGB |  | standard basis of I using modular methods via cmd
> D.4.16.3 modSyz |  | syzygy module of I using modular methods
> D.4.16.4 modIntersect |  | intersection of I and J using modular methods

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