binomial type造句
例句與造句
- Every sequence of binomial type may be expressed in terms of the Bell polynomials.
- Then this polynomial sequence is of binomial type.
- This sequence of polynomials is of binomial type.
- This polynomial sequence is of binomial type.
- The group of Appell sequences is abelian; the group of sequences of binomial type is not.
- It's difficult to find binomial type in a sentence. 用binomial type造句挺難的
- A small sample of that theory can be found in the article on polynomial sequences of binomial type.
- It follows that each coset of the group of Appell sequences contains exactly one sequence of binomial type.
- The group of Appell sequences is a normal subgroup; the group of sequences of binomial type is not.
- Every sequence of binomial type is a Sheffer sequence ( but most Sheffer sequences are not of binomial type ).
- Every sequence of binomial type is a Sheffer sequence ( but most Sheffer sequences are not of binomial type ).
- It is frequently used in Bayesian statistics, empirical Bayes methods and classical statistics to capture overdispersion in binomial type distributed data.
- The group of Sheffer sequences is a semidirect product of the group of Appell sequences and the group of sequences of binomial type.
- Such a sequence of basic polynomials is always of binomial type, and it can be shown that no other sequences of binomial type exist.
- Such a sequence of basic polynomials is always of binomial type, and it can be shown that no other sequences of binomial type exist.
- In fact, no other sequences of binomial type exist; every polynomial sequence of binomial type is completely determined by its sequence of formal cumulants.
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