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monomial order造句

例句與造句

  1. The monomial order implies an order on the individual indeterminates.
  2. With this convention there are still many examples of different monomial orders.
  3. In particular, the property of " being " a Gr鯾ner basis is always relative to a specific monomial order.
  4. For example, consider the monomials xy ^ 2z, z ^ 2, x ^ 3, and x ^ 2z ^ 2; the monomial orders above would order these four monomials as follows:
  5. Many of the main algorithms for multivariate polynomials are related with Gr鯾ner bases, concept that requires the choice of a monomial order, that is a total order, which is compatible with the monoid structure of the monomials.
  6. It's difficult to find monomial order in a sentence. 用monomial order造句挺難的
  7. There are also three algorithms for converting a Gr鯾ner basis with respect to one monomial order to a Gr鯾ner basis with respect to a different monomial order : the FGLM algorithm, the Hilbert Driven Algorithm and the Gr鯾ner walk algorithm.
  8. There are also three algorithms for converting a Gr鯾ner basis with respect to one monomial order to a Gr鯾ner basis with respect to a different monomial order : the FGLM algorithm, the Hilbert Driven Algorithm and the Gr鯾ner walk algorithm.
  9. If is the number of variable, every monomial order is thus the restriction to \ Bbb N ^ n of a monomial order of \ Bbb Z ^ n ( see above \ Bbb Z ^ n, for a classification ).
  10. If is the number of variable, every monomial order is thus the restriction to \ Bbb N ^ n of a monomial order of \ Bbb Z ^ n ( see above \ Bbb Z ^ n, for a classification ).
  11. The leading term of the product is the product of the leading terms of each factor ( this is true whenever one uses a monomial order, like the lexicographic order used here ), and the leading term of the factor is clearly.
  12. One can simplify the classification of monomial orders by assuming that the indeterminates are named " x " 1, " x " 2, " x " 3, . . . in decreasing order for the monomial order considered, so that always . ( If there should be infinitely many indeterminates, this convention is incompatible with the condition of being a well ordering, and one would be forced to use the opposite ordering; however the case of polynomials in infinitely many variables is rarely considered . ) In the example below we shall use " x " instead of " x " 1, " y " instead of " x " 2, and " z " instead of " x " 3.
  13. One can simplify the classification of monomial orders by assuming that the indeterminates are named " x " 1, " x " 2, " x " 3, . . . in decreasing order for the monomial order considered, so that always . ( If there should be infinitely many indeterminates, this convention is incompatible with the condition of being a well ordering, and one would be forced to use the opposite ordering; however the case of polynomials in infinitely many variables is rarely considered . ) In the example below we shall use " x " instead of " x " 1, " y " instead of " x " 2, and " z " instead of " x " 3.

相鄰詞匯

  1. "monomial form"造句
  2. "monomial group"造句
  3. "monomial ideal"造句
  4. "monomial matrices"造句
  5. "monomial matrix"造句
  6. "monomial ordering"造句
  7. "monomial representation"造句
  8. "monomials"造句
  9. "monomicrobial"造句
  10. "monomict"造句
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