The Experts below are selected from a list of 282 Experts worldwide ranked by ideXlab platform
Hasik Sunwoo - One of the best experts on this subject based on the ideXlab platform.
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an explicit form of powers of a 2 times 2 matrix using a recursive sequence
Journal of the Chungcheong Mathematical Society, 2012Co-Authors: Daniel Kim, Sangwoo Ryoo, Taesoo Kim, Hasik SunwooAbstract:The purpose of this paper is to derive powers using a system of recursive sequences for a given matrix A. Introducing a recursive sequence we have a Quadratic Equation. Solutions to this Quadratic Equation are related with eigenvalues of A. By solving this Quadratic Equation we can easily obtain an explicit form of . Our method holds when A is defined not only on the real field but also on the complex field.
Daniel Kim - One of the best experts on this subject based on the ideXlab platform.
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an explicit form of powers of a 2 times 2 matrix using a recursive sequence
Journal of the Chungcheong Mathematical Society, 2012Co-Authors: Daniel Kim, Sangwoo Ryoo, Taesoo Kim, Hasik SunwooAbstract:The purpose of this paper is to derive powers using a system of recursive sequences for a given matrix A. Introducing a recursive sequence we have a Quadratic Equation. Solutions to this Quadratic Equation are related with eigenvalues of A. By solving this Quadratic Equation we can easily obtain an explicit form of . Our method holds when A is defined not only on the real field but also on the complex field.
Enoch Oluwole - One of the best experts on this subject based on the ideXlab platform.
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THE RIEMANN HYPOTHESIS AND THE EULER'S Quadratic Equation THE RIEMANN HYPOTHESIS AND THE EULER'S Quadratic Equation
Far East Journal of Mathematical Sciences In press. Far East Journal of Mathematical Sciences, 2018Co-Authors: Opeyemi Enoch, Enoch OluwoleAbstract:We present a general formula for obtaining the zeros of the analytic continuation formula of the Riemann zeta function from Euler's Quadratic Equation and show that these zeros are all real. Furthermore, substituting this formula into the analytic continuation formula, the root of the Analytic Continuation Formula (ACF) of the Riemann zeta function is determined.
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THE RIEMANN HYPOTHESIS AND THE EULER'S Quadratic Equation
Far East Journal of Mathematical Sciences, 2018Co-Authors: Opeyemi Enoch, Enoch OluwoleAbstract:We present a general formula for obtaining the zeros of the analytic continuation formula of the Riemann zeta function from Euler's Quadratic Equation and show that these zeros are all real. Furthermore, substituting this formula into the analytic continuation formula, the root of the Analytic Continuation Formula (ACF) of the Riemann zeta function is determined.
Manju Somanath - One of the best experts on this subject based on the ideXlab platform.
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Observations on the Ternary Quadratic Equation X2=24α2+Y2
The Bulletin of Society for Mathematical Services and Standards, 2014Co-Authors: Gopalan, V. Sangeetha, Manju SomanathAbstract:The ternary Quadratic Equation X 2 =24+Y is considered.Employing its non-zero integral solutions, relations among a few special polygonal numbers are determined.
S. A. Shanmugav Adivu - One of the best experts on this subject based on the ideXlab platform.
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On the Ternary Quadratic Equation x2+3xy+y2=z4
Paripex Indian Journal Of Research, 2016Co-Authors: R. Anbuselvi, S. A. Shanmugav AdivuAbstract:The non-trivial integral solutions of the ternary Quadratic Equation are obtained. Some interesting relations among the solutions are presented.
