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The corresponding coefficient of (g(b -alpha g(a)) in the classical discrete fractional calculus in case of delta analysis is of the form (g(b -alphagamma(b-a+alpha)}{Gamma(alpha)Gamma (b-a+1)}g(a)) [23], where both (frac{Gamma(b-a+alpha )}{Gamma(alpha)Gamma(b-a+1)}) and α tend to 1 as (alpha rinhtherow1).
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This finding is somewhat difficult to interpret, possibly because heat stroke is a serious condition that frequently warrants admission in and of itself, and because comorbid conditions carry less weight in the admission decision calculus in such cases.
When Mike Sabath flew from New York to Los Angeles earlier this year, he checked a bag containing a few changes of clothes, some microphone filters, and his A.P. calculus textbook, "just in case one day I'm feeling math-y".
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In this paper, we study some p-adic Frobenius-Euler measurelatedtod to umbral calculus in the p-adic case.
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In case module 1 above is used with students who have already taken calculus (in this case, we believe two semesters of calculus is appropriate), this module could be used as a follow-up.
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Here we are interested in Grüss type inequalities in the nabla fractional calculus case.
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