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Feb 24, 2023Open    Access

Generalized Stability of the Quadratic Type λ-Functional Equation with 3k-Variables in Non-Archimedean Banach Space and Non-Archimedean Random Normed Space

Ly Van An
In this paper, we study to solve the quadratic type λ-functional equation with 3k variables. First, we investigated in non-Archimedean Banach spaces with a fixed point method, next, we investigated in non-Archimedean Banach spaces with a direct method and finally we do research in non-Archimedean random spaces. I will show that the solutions of the quadratic type λ-functional equation are quadratic type mappings. These are the main results of this paper.
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109821


Feb 23, 2023Open    Access

What Is the Meaning of Imaginery Number with Nucleotide Bases as Regards to Quantum Perspective Model?

Tahir Olmez
This paper attempts to express imaginary number with chemical nucleotide bases (A T, G, C and U) as regards to Quantum Perspective Model. At first, the exact Euler’s formula was written just like as in here “exi = cos(x) i·sin(x)”. Secondly, twin pi is substituted for x(x = 2Π). Thirdly, the result of this process equals to “e2iπ = cos(2Π) i·sin(2Π)”. Fourthly, sort up this formula just like as in here: “e2iπ = 1 i0” = 1. Fifthly, multiply both sides of th...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109792


Feb 22, 2023Open    Access

What Is the Relationship between the Faraday’s Constant Numbers and Silk Worms as Regards to Quantum Perspective Model?

Tahir Olmez
This paper attempts to express the Faraday’s constant numbers with chemical nucleotide bases (A T, G, C and U) as regards to Quantum Perspective Model. At first, the exact value of the Faraday’s constant numbers after the comma is lined up in doublets (0, 96 48 53 32 12 33 10 01 84 × 105 C·mol-1). Secondly, convert this twin decimal base numbers to binary number base system. Thirdly, after converting process of these numbers, convert this binary numbers...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109732


Jan 31, 2023Open    Access

Can the Golden Ratio Numbers in Biochemistry and Mathematics Have a Common Explanation with Nucleotide Bases?

Tahir Olmez
This paper attempts to express the golden ratio numbers with nucleotide bases (A T, G, C and U) as regards to Quantum Perspective Model. At first, if you take the exact value of golden ratio numbers after the comma, you can convert these decimal base numbers to binary number base system. Secondly, after converting process of these numbers, you should sequence these numbers as decimal number base system again. Thirdly, sum these decimal base numbers respectively. Fourthly, total adding processes ...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109716


Jan 30, 2023Open    Access

Continuous Time Dynamical System with Hidden Attractors under Mathematical Control

Maysoon M. Aziz, Abothar A. Kalalf
In this paper, a continuous two-dimensional dynamic system is proposed. This system was analyzed by finding the equilibrium points. Also, the stability of the system was analyzed through the roots of the characteristic equation, Roth stability criteria, Hurwitz stability criteria, fractional part stability criteria, and Lyapunov function. It turns out that the system is chaotic at one point of equilibrium and stable at the other point. Also, it was found that the roots of the characteristic equa...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109734


Jan 30, 2023Open    Access

Generalized Stability of Functional Inequalities with 3k-Variables Associated for Jordan-von Neumann-Type Additive Functional Equation

Ly Van An
In this paper, we study to solve the Cauchy, Jensen and Cauchy-Jensen additive function inequalities with 3k-variables related to Jordan-von Neumann type in the spirit of the Rassias stability approach for approximate homomorphisms in Banach space. These are the main results of this paper.
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109681


Jan 30, 2023Open    Access

Nonlinear 6D Dynamical System with Hidden Attractors and Its Electronic Circuit

Maysoon M. Aziz, Abothar A. Kalalf
In this paper, a six-dimensional model of continuous time dynamical systems is proposed. This system was analyzed by finding equilibrium points, and the stability of the system was also analyzed using different methods, namely the roots of the characteristic equation, Routh’s invariance criterion, Hurwitz’s invariance criterion, Lyapunov function, and the continued fraction stability criterion. The chaoticity of the system was tested by Lyapunov exponent, the hexagonal system was found to be cha...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109674


Jan 30, 2023Open    Access

Stability Analysis and Chaos Diagnosis of a Tumor-Host Immune Cell Interaction Model with Neimark Sacker Bifurcation

Maysoon M. Aziz, Sabaa Abduljabar Mohammed
In this paper, we take a three-dimension discrete time model of the interaction of host cells with immune cells and tumor cells fixed point analysis was performed to analyze the stability of the system. the necessary conditions have been created to control the growth of cancer cells the introduction of chemotherapy and the disordered behavior was diagnosed the system by finding exponent and dimension of Lyapunov in order, and the numerical simulation of the system was done using the iterative fi...
Open Access Library J.   Vol.10, 2023
Doi:10.4236/oalib.1109577


Nov 30, 2022Open    Access

Generalized Hyers-Ulam-Rassisa Type Stability of a Cauchy Additive (ξ1,ξ2)-Functional Inequalities with 3k-Variables in Complex Banach Space

Ly Van An
In this paper, we study to solve two additive (ξ1,ξ2)-functional inequalities with 3k-variables and their Hyers-Ulam stability: First are investigated in complex Banach spaces with a fixed point method and last are investigated in complex Banach spaces with a direct method: These are the main results of this paper.
Open Access Library J.   Vol.9, 2022
Doi:10.4236/oalib.1109480


Nov 08, 2022Open    Access

Increasing STEM Grit among Underrepresented Groups: Lessons from Our Fathers

Twianie Roberts, Orville Bignall, Sibyl Moore
Research indicates that students with a high level of Grit and self-efficacy have higher levels of academic achievement. Grit is comprised of passion (consistency of interest) and perseverance of effort, for long-term goals. The purpose of this model is to increase Grit among underrepresented groups. It utilizes one aspect of self-efficacy, “vicarious experiences”, to increase STEM (Science, Technology, Engineering and Mathematics) Grit among underrepresented groups. Historical contributions fro...
Open Access Library J.   Vol.9, 2022
Doi:10.4236/oalib.1109418


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