Results 91 to 100 of about 165,496 (329)
Some congruence properties of binomial coefficients and linear second order recurrences
Using elementary methods, the following results are obtained:(I) If p is prime, 0≤m≤n ...
Neville Robbins
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The correctness of equality which gives the combinatorial expression for the sum of the weighted equal powers of members of an arithmetical progression is found out.
Alexander I Nikonov
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Number of odd binomial coefficients [PDF]
Let F ( n ) F(n) denote the number of odd numbers in the first n rows of Pascal’s triangle, and θ = ( log 3 ) / log 2 ) \theta = (\log 3)/\log 2) . Then α = lim
openaire +1 more source
Matrix products of binomial coefficients and unsigned Stirling numbers
Marin Knežević +2 more
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Associations between inclusive community coalition leadership and use of evidence‐based practices
Abstract Community coalitions have the potential to elicit diverse participants' perspectives on complex issues and generate shared commitment to adaptive strategies. Ideally, these approaches have been found effective elsewhere. Despite evidence that leadership plays a generally important role in coalitions, there have been limited prior findings ...
Rebecca Wells +4 more
wiley +1 more source
Parametric Integrals for Binomial Series with Harmonic Polynomials
Binomial series involving harmonic polynomials are expressed in terms of parametric integrals. By evaluating these parametric integrals, we establish several remarkable closed formulae for the infinite series containing both central binomial coefficients
Chunli Li, Wenchang Chu
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Rationale of New Grading System: Central Compartment Atopic Disease
ABSTRACT Background Central compartment atopic disease (CCAD) has recently been recognized as a distinct phenotype within the spectrum of type 2–dominant chronic rhinosinusitis (CRS). Although international guidelines highlight polypoid changes in the central nasal cavity, standardized diagnostic and classification criteria are still lacking.
Ramón Moreno‐Luna +11 more
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Identities on Genocchi Polynomials and Genocchi Numbers Concerning Binomial Coefficients
In this paper, the author gives some new identities on Genocchi polynomials and Genocchi numbers.
Qing Zou
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Infinite series involving harmonic numbers and reciprocal of binomial coefficients
Yamamoto's integral was the integral associated with 2-posets, which was first introduced by Yamamoto. In this paper, we obtained the values of infinite series involving harmonic numbers and reciprocal of binomial coefficients by using some techniques of
Kwang-Wu Chen , Fu-Yao Yang
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