primary decomposition造句
例句與造句
- This decomposition is strongly related with the primary decomposition of the ideal.
- The ideal quotient is useful for calculating primary decompositions.
- This procedure is called primary decomposition.
- The first algorithm for computing primary decompositions for polynomial rings over a field of characteristic 0 was published by Noether's student.
- This is the case of Krull dimension, primary decomposition, regular rings, Cohen Macaulay rings, Gorenstein rings and many other notions.
- It's difficult to find primary decomposition in a sentence. 用primary decomposition造句挺難的
- This provides the " prime decomposition " of the given ideal ( that is the primary decomposition of the radical of the ideal ).
- I : f ^ \ infty " consists in the components of the primary decomposition of I that do not contain any power of f ".
- Thus, a primary decomposition of ( " n " ) corresponds to representing ( " n " ) as the intersection of finitely many primary ideals.
- Traditional software development focuses on decomposing systems into units of primary functionality, while recognizing that there are other issues of concern that do not fit well into the primary decomposition.
- The prime powers are those positive integers that are divisible by exactly one prime number; prime powers and related concepts are also called primary numbers, as in the primary decomposition.
- The notion of primary ideals is important in commutative ring theory because every ideal of a Noetherian ring has a primary decomposition, that is, can be written as an intersection of finitely many primary ideals.
- A primary decomposition of a submodule " M " of a module " N " is called "'minimal "'if it has the smallest possible number of primary modules.
- The Krull Schmidt theorem and related results give conditions under which a module has something like a primary decomposition, a decomposition as a direct sum of indecomposable modules in which the summands are unique up to order.
- Gr鯾ner basis computations do not allow to compute directly the primary decomposition of " I " nor the prime ideals defining the irreducible components of " V ", but most algorithms for this involve Gr鯾ner basis computation.
- The important property of the saturation, which ensures that it removes from the algebraic set defined by the ideal " I " the irreducible components on which the polynomial " f " is zero is the following : " The primary decomposition of"
更多例句: 下一頁