बीजगणित, जीवशास्त्र, एकच शब्द किंवा संज्ञा असलेल्या नावाचा उल्लेख करणे किंवा संबंधित करणे, ,

monomials's Usage Examples:

theorem then asserts that these monomials form a basis for U(L) as a vector space.

largest sum of exponents (for a multivariate polynomial) in any of its monomials; the multiplicative order, that is, the number of times the polynomial.

algebraic group by giving an explicit basis of elements called standard monomials.

Furthermore, the number of perfect matchings is equal to the number of monomials in the polynomial det(A), and is also equal to the permanent of A {\displaystyle.

It is easy to see that these monomials span U(L); the content of the.

posynomials and g 1 , … , g p {\displaystyle g_{1},\dots ,g_{p}} are monomials.

generated by monomials in a multivariate polynomial ring over a field.

elementary algebra, a trinomial is a polynomial consisting of three terms or monomials.

} Here the "lacunary part" Placunary is defined as the sum of all monomials in P which contain only a proper subset of the n variables X1, …, Xn,.

The entries of the matrix depend on the product of the indexing monomials only (cf.

Furthermore, the number of perfect matchings is equal to the number of monomials in the polynomial det(A), and is also.

also called the homogeneity operator, because its eigenfunctions are the monomials in z: θ ( z k ) k z k , k 0 , 1 , 2 , … {\displaystyle \theta (z^{k})kz^{k}.

over a field with a presentation such that all relations are sums of monomials of degrees 1 or 2 in the generators.