Algorithms for primary decomposition in SINGULAR
SCHOOL ON REAL AND COMPLEX SINGULARITIES IN SAO CARLOS, 2012(2016)
摘要
Grobner bases are the main computational tool available for algebraic geometry. Building on top of Grobner bases algorithms for ideal theoretical operations (intersection, quotient, saturation, free resolution,...) will be presented. Combining these algorithms with (multi-variate) factorization leads to several algorithms for primary decomposition of ideals.
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关键词
primary decomposition,algorithms
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