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intersection multiplicity造句

"intersection multiplicity"是什么意思   

例句與造句

  1. The first fully satisfactory definition of intersection multiplicities was given by regular ).
  2. Another realization of intersection multiplicity comes from the resultant of the two polynomials P and Q.
  3. The intersection multiplicity is the dimension of Kx, y / I as a vector space over K.
  4. This definition for addition works except in a few special cases related to the point at infinity and intersection multiplicity.
  5. Intersection multiplicity can also be realised as the number of distinct intersections that exist if the curves are perturbed slightly.
  6. It's difficult to find intersection multiplicity in a sentence. 用intersection multiplicity造句挺難的
  7. One realization of intersection multiplicity is through the dimension of a certain quotient space of the power series ring Kx, y.
  8. Because and are conics, B閦out's theorem implies and intersect in four points total, when those points are counted with the proper intersection multiplicity.
  9. Serre defined the intersection multiplicity of " R / P " and " R / Q " by means of the Tor functors of homological algebra, as
  10. Appolonius'problem is concerned with the situation where, meaning that the intersection multiplicity at that point is; if is also equal to a circular point, this should be interpreted as the intersection multiplicity being.
  11. Appolonius'problem is concerned with the situation where, meaning that the intersection multiplicity at that point is; if is also equal to a circular point, this should be interpreted as the intersection multiplicity being.
  12. To give a definition, in the general case, of the "'intersection multiplicity "'was the major concern of Andr?Weil's 1946 book " Foundations of Algebraic Geometry ".
  13. This definition of intersection multiplicity, which is essentially due to Jean-Pierre Serre in his book " Local algebra ", works only for the set theoretic components ( also called " isolated components " ) of the intersection, not for the embedded components.
  14. Since " X " is the union of two planes, each intersecting with " Y " at the origin with multiplicity one, by the linearity of intersection multiplicity, we expect " X " and " Y " intersect at the origin with multiplicity two.
  15. There is a unique function assigning to each triplet ( P, Q, p ) consisting of a pair of projective curves, P and Q, in K [ x, y ] and a point p \ in K ^ 2, a number I _ p ( P, Q ) called the " intersection multiplicity " of P and Q at p that satisfies the following properties:

相鄰詞匯

  1. "intersection graph"造句
  2. "intersection homology"造句
  3. "intersection line"造句
  4. "intersection method"造句
  5. "intersection mountain"造句
  6. "intersection number"造句
  7. "intersection of"造句
  8. "intersection of dislocation"造句
  9. "intersection of fault"造句
  10. "intersection of fuzzy sets"造句
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