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Discover LudwigThe phrase "an incomplete gamma" is correct and usable in written English.
It can be used in mathematical or scientific contexts, particularly when discussing the incomplete gamma function or related concepts.
Example: "In our calculations, we need to consider an incomplete gamma to accurately model the behavior of the system."
Alternatives: "a partial gamma" or "a truncated gamma".
Exact(3)
where is an incomplete gamma function.
We can call the above function incomplete k-gamma function because, if (k=1), it is an incomplete gamma function tabulated in [11, 12].
The P-values are obtained from the chi-square probability function which is an incomplete gamma function [ 18].
Similar(57)
A higher incomplete gamma function value detects lower SNR caused by the motion.
where P x,a) denotes the regularized lower gamma function and is defined as P ( x, a ) = γ ( x, a ) Γ ( a ) where γ x,a) is the lower incomplete gamma function and Γ(a) is the Gamma function.
The addend with the integral on the right side is analytically solvable and it amounts to, e.g., the series with "b" members (or as a series with the incomplete gamma function).
Reig and Cardona[18] provide an expression that approximates the multivariate c.d.f by an equivalent scalar lower regularized incomplete Gamma function.
The given values of Σ1χ2 and the number of degrees of freedom defining an extremely low value of incomplete gamma function Q = 9.9·10-7 unambindicatesindicathatthet the model which does not account for channeling should be rejected [ 29].
where (k) follows from the fact that Γ ( x ) = ( x - 1 ) ! if x is a positive integer value and (l) is obtained by the definition of the incomplete Gamma function Γ ( a, x ) = ∫ x ∞ t a - 1 e - t d t.
It also can be expressed in terms of incomplete gamma function and a confluent hypergeometric function: erf ( x ) = sgn ( x ) π γ ( 1 2, x 2 ) = 2 x π 1 F 1 ( 1 2 ; 3 2 ; − x 2 ).
where we have used the following asymptotic expansion of the incomplete gamma function near zero Γ ( a, x ) ≈ x a a, x → 0. (32).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com