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An Efficient Rational Secret Sharing Scheme Based on the Chinese Remainder Theorem
rational cryptography computational strict Nash equilibrium stability with respect to trembles Asmuth-Bloom sharing scheme
2012/12/4
The design of rational cryptographic protocols is a recently created research area at the intersection of cryptography and game theory.At TCC’10, Fuchsbauer et al. introduced two equilibrium notions (...
Riemann hypothesis and some new asymptotically multiplicative integrals which contain the remainder of the prime-counting function $\pi(x)$
Riemann hypothesis asymptotically multiplicative integrals
2010/11/9
A new parametric integral is obtained as a consequence of the Riemann hypothesis. An asymptotic multiplicability is the main property of this integral
Convolution Operators with Homogeneous Singular Measures on $R^{3}$ of Polynomial Type. The Remainder Case
Convolution operators Singular measures
2008/7/2
Convolution Operators with Homogeneous Singular Measures on $R^{3}$ of Polynomial Type. The Remainder Case.
Generalizations of the Trapezoid Inequalities Based on a New Mean Value Theorem for the Remainder in Taylor's Formula
Classical trapezoid inequality Perturbed trapezoid inequality Mean value theorem Generalizations
2008/7/1
Generalizations of the classical and perturbed trapezoid inequalities are developed using a new mean value theorem for the remainder in Taylor's formula. The resulting inequalities for N-times differe...
Note On Inequalities Involving Integral Taylor's Remainder
Taylor's remainder Leibniz formula Variant of Grüss inequality Taylor's formula Steffensen inequality
2008/6/27
In this paper, some inequalities involving the integral Taylor's remainder are obtained by using various well-known methods.
Some Estimations for the Integral Taylor's Remainder
Taylor's remainder Leibnitz's formula Pre-Grüss inequality
2008/6/27
In this paper, using Leibnitz's formula and pre-Grüss inequality we prove some inequalities involving Taylor's remainder.
Some Integral Inequalities Involving Taylor's Remainder. I
Taylor's remainder Steffensen's inequality Iyengar's inequality Hermite-Hadamard's inequality
2008/6/26
In this paper, using Steffensen's inequality we prove several inequalities involving Taylor's remainder. Among the simplest particular cases we obtain Iyengar's inequality and one of Hermite-Hadamard'...
Some Integral Inequalities Involving Taylor's Remainder. II
Taylor's remainder Grüss' inequality Chebyshev's inequality
2008/6/26
In this paper, using Grüss' and Chebyshev's inequalities we prove several inequalities involving Taylor's remainder.
The Linear Mean Value of the Remainder Term in the Problem of Asymptotic Behavior of Eigenfunctions of the Automorphic Laplacian
Linear Mean Value Automorphic Laplacian Remainder Term
2010/3/5
The purpose of this paper is to obtain the estimate for the average mean value of the remainder term of the asymptotic formula for the quadratic mean value of the Fourier coefficients of the eigenfunc...
The Non Uniform Bounds of Remainder Term in CLT for the Sum of Functions of Uniform Spacings
Remainder Term Uniform Spacings
2010/3/4
The non uniform bound of the remainder in the central limit theorem for the sums of functions of uniform spacings is established. The bound depend on the moments of functions of the standard exponenti...