Noun:

बहुपदी पदवी,

degree of a polynomial's Usage Examples:

For example - if we treat the degree of a polynomial equation fitting a regression model as a trainable parameter - this.

states that on the complex plane, within the disk of radius 1, the degree of a polynomial times the maximum value of a polynomial is an upper bound for the.

In mathematics, the order of a polynomial may refer to: the degree of a polynomial, that is, the largest exponent (for a univariate polynomial) or the.

order of the derivative of f in the error term gives the lowest degree of a polynomial which can no longer be integrated exactly (i.

In the following pseudocode the degree of a polynomial p ( n ) ∈ K [ n ] {\textstyle p(n)\in \mathbb {K} [n]} is denoted.

pips sextet sextic or hectic the degree of a polynomial is 6 7: septet septic or heptic the degree of a polynomial is 7 8: octet 9: nonet 10: dime (informal.

deg – degree of a polynomial, or other recursively-defined objects such as well-formed formulas.

Explicitly, it is used to define the degree of a polynomial and the notion of homogeneous polynomial, as well as for graded.

The degree of a polynomial is invariant under a linear change of variables.

may speak of the degree of a Diophantine set as being the least degree of a polynomial in an equation defining that set.

The nth degree may refer to: The degree of a polynomial, where n represents a natural number "The Nth Degree" (Star Trek: The Next Generation) "Nth Degree".

a graded algebra, but a filtered algebra: one can determine the degree of a polynomial on an affine space, but not its homogeneous parts.

polynomial roots, one considers zeros in the projective line, and the degree of a polynomial may not change under a ring homomorphism.

Synonyms:

degree,

Antonyms:

low, mild,