Titlebook: Applied Mathematics and Modelling in Finance, Marketing and Economics; Said Melliani,Oscar Castillo,Abdelmajid El Hajaji Book 2024 The Edi

Blazon

https://doi.org/10.1007/b138945In this paper we propose a new variant of GOST R 34.10-2012 digital signature algorithm. We modified the signature equation to make it more secure against current attacks. We analyze security and complexity of the proposed protocol.

drusen

Insubordinate

Messung subjektiver WahrscheinlichkeitenLet . be two different prime integers, . a positive odd square-free integer relatively prime to . and .. The main aim of this paper is to investigate the unit groups of some number fields of the form ..

Blasphemy

长矛

New Variant of the GOST Digital Signature Protocol,In this paper we propose a new variant of GOST R 34.10-2012 digital signature algorithm. We modified the signature equation to make it more secure against current attacks. We analyze security and complexity of the proposed protocol.

碎石头

Existence and Uniqueness Solutions of Fuzzy Fractional Integration-Differential Problem Under CaputThis paper is devoted to considering the local existence and uniqueness of fuzzy fractional integration-differential problem under Caputo-type fuzzy fractional derivative employing the contraction principle. Some patterns are presented to describe these results.

SLUMP

,Fundamental Systems of Units of Some Imaginary Multiquadratic Fields of Degree 16,Let . be two different prime integers, . a positive odd square-free integer relatively prime to . and .. The main aim of this paper is to investigate the unit groups of some number fields of the form ..

Project

Construction of a Bivariate , Septic Quasi-interpolant Using the Blossoming Approach,n any given triangulation. This approach ensures an optimal approximation order without the need for coefficient masks associated with smoothness or B-spline basis. To demonstrate the validity of our theoretical findings, we provide numerical experiments.

ALLAY

,One-Dimensional Inverse Stefan Problem Numerical Approximation Utilizing a Meshless Method,o be reconstructed on the fixed boundary. The inverse problem is ill-posed for small errors in the input measured data can cause high deviations in solution. Therefore, we incorporate Tikhonov regularization to obtain a stable solution. Numerical results are presented.

neoplasm