02238nam a2200277 i 4500 CSPC 20240524104815.0 231016s2020 onc b 001 0 eng d 9781774073513 CSPC CSPC eng QA268 518 N917 Number theory with applications to cryptography / edited by Stefano Spezia. Oakville, Ontario : Arcler Press, 2020. xxii, 285 pages ; 24 cm. rdacontent text rdamedia unmediated rdacarrier volume Includes bibliographical references and index. A disaggregation approach for solving linear Diophantine equations -- Diophantine equations. Elementary methods II -- Almost and nearly isosceles Pythagorean triples -- A public key cryptosystem based on Diophantine equations of degree increasing type -- Hamiltonian for the zeros of the Riemann zeta function -- Fractional parts and their relations to the values of the Riemann zeta function -- 11-Dissection and modulo 11 congruences properties for partition generating function -- Effective congruences for mock theta functions -- On integer solutions of the cubic equations over certain fields -- Interative sliding window method for shorter number of operations in modular exponentiation and scalar multiplication -- Implementation of pollard rho over binary fields using brent cycle detection algorithm -- Cryptanalysis of a proposal based on the discrete logarithm problem inside S-- Research on attacking a special elliptic curve discrete logarithm problem -- Are matrices useful in public key cryptography -- An application of Fibonacci sequence on continued fractions -- On the quantitative metric theory of continued fractions in positive characteristic -- Some new continued fraction sequence convergent to Somos quadratic recurrence constant -- Continued fractions for some transcendental numbers. Number theory. Cryptography Mathematics. Spezia, Stefano, editor. ddc BK 518 N917 CIR 2020 0 0 0 ddc 0 0 CSPC CSPC CIR 2023-10-16 0 CIR 518 N917 2020 026197 2023-10-16 00:00:00 1-2 2023-10-16 BK 0 0 ddc 0 0 CSPC CSPC CIR 2024-05-24 0 CIR 518 N917 2020 027879 2024-05-24 00:00:00 2-2 2024-05-24 BK 26272 26272