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By applying these generating functions, we prove complete sums of products of the twisted -extension of Euler polynomials and numbers.
By applying their generating functions, they derived the complete sums of products of the twisted (h, q -extension of Euler polynomials and numbers.
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We have the formulae for the complete sum of the products of -Euler polynomials related to the higher order -Euler polynomials using the fermionic -adic -Volkenborn integral on.
In this paper, we will evaluate the complete sum of the -Euler polynomials and numbers using the fermionic -adic -Volkenborn integral on.
They should not be allowed in personal care products, even if they are natural substances The chemical safety report does not need to consider the risks to human health from the use of cosmetic products ([20] Art. 14 5(b)) Realistic risk assessments should consider the complete sum of exposure routes.
Based on a half adder the constraints for a full adder can be derived as given in Formula 9. Variable S full is the complete sum of the two bits A and B, where the variable C2 is the resulting carry over.
Paul Seabright, an economist at the University of Toulouse in France, observes that trust in a modern economy has evolved to the miraculous point where people give complete strangers sums of money they would not dream of entrusting to their next-door neighbours.
to complete the sum of 300,000fr.
To complete the sum of Valentine's joy, Topping & Company's bookshop is round the corner, offering free coffee and the sudden realisation that your life is incomplete without at least six of their hardbacks (which all come in the store's custom-made, transparent dust-wrappers).
We discuss strong law of large numbers and complete convergence for sums of uniformly bounded negatively associate (NA) random variables (RVs).
Since the definition of complete convergence was introduced by Hsu and Robins, there have been many authors who devote themselves to the study of the complete convergence for sums of independent and dependent RVs and obtain a series of elegant results, see [4, 8] and reference therein.
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