triangular decomposition 예문

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1. The regular semi-algebraic systems form a "'triangular decomposition "'of the semi-algebraic system.
2. This is a notable difference with triangular decompositions ( even the equiprojectable decomposition ), which, in general, do not preserve multiplicities.
3. There are various algorithms available for obtaining triangular decomposition of both in the sense of Kalkbrener and in the sense of Lazard and Axiom.
4. If the coefficient of are real numbers, then the real solutions of can be obtained by a triangular decomposition into regular semi-algebraic systems.
5. There are several algorithms for computing a triangular decomposition of an arbitrary polynomial system ( not necessarily zero-dimensional ) into regular chains ( or regular semi-algebraic systems ).