# constant function

(redirected from Constant polynomial)

## constant function

[′kän·stənt ‚fəŋk·shən]
(mathematics)
A function whose value is the same number for all elements of the function's domain.
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References in periodicals archive ?
g/h] is an exponential factor for the polynomial differential system (1) and h is not a constant polynomial, then h = 0 is an invariant algebraic surface.
by defining two linear operators C, D : Q[x] [right arrow] Q[x] that need to be substituted into the reverse of the cd-index and applied to the constant polynomial 1.
b) The principal ideal I is generated by a constant polynomial or a polynomial of the kind
n]] be a non constant polynomial with an algebraically isolated singularity at the origin, such that [phi]([xi]) is globally nongenerate with respect [GAMMA]([phi]), and [beta]([phi]) > -1.
In the case where the number of constant polynomials are more than one, the inequality (7) is not valid in general case.

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