Mathematical Physics
THE SOLVE EQUATION X^p+Y^q=Z^w IN INTEGERS
Research Interests: Mathematics, Number Theory, Analytic Number Theory, Algebraic Number Theory, Applied Mathematics, and 30 moreMathematical Physics, Materials Science, Game Theory, History of Mathematics, Philosophy Of Mathematics, Mathematics Education, Optimization (Mathematics), Philosophy of Mathematics Education, Mathematical Modeling, Mathematical Modelling, Mathematical Logic, Pure Mathematics, Elementary Number Theory, Education (Mathematics), Computational Mathematics, Mathematics Teacher Education, Math, Maths, Mathematic, Realistic Mathematics Education, Prime Numbers, Mathmatics, Mathematics for Primary and Secondary School, MATH EDUCATION, Mathematics and Computer Science, Mathematics and Statistics, Mathematic Education, Problem Posing in Mathematics, Using Digital Technology for Learning Mathematics, and Beal conjecture
In search of Cosmology based on interpretation of Cosmic Christology of the Johannine Prologue (Dissertation Draft ver. 1.1)
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In Search of mathematical model of Cosmic Christology based on Interpretation of the Johannine Prologue (Dissertation Draft ver. 1.0)
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This dissertation draft is written with a purpose to apply for a PhD in Divinity/Theology with emphasis on the interface between Theology and Science. So far there is only one seminary which is willing to accept my proposal to submit a... more
This dissertation draft is written with a purpose to apply for a PhD in Divinity/Theology with emphasis on the interface between Theology and Science. So far there is only one seminary which is willing to accept my proposal to submit a dissertation based on previously published papers. But if there are other seminaries/institutes willing to consider this dissertation draft, I will be really grateful. The objective of this dissertation is to discuss and to explore a new Cosmology model which is biblically sound and scientifically acceptable, inspired by Cosmic Christology of the Johannine
Prologue.
Prologue.
Research Interests: Christianity, Mathematical Physics, Theoretical Physics, Cosmology (Physics), Theology, and 10 moreNew Testament, Particle Physics, String Theory, Biblical Theology, Mathematical Modelling, Theoretical Cosmology, String theory (Physics), Cosmology, Theoretical Particle Physics, and Theoretical and Mathematical Physics
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Every even integer > 2 is the sum of two prime numbers
& equivalent
Each odd integer > 5 is the sum of three prime numbers
& equivalent
Each odd integer > 5 is the sum of three prime numbers
Research Interests: Discourse Analysis, Mathematics, Number Theory, Algebraic Number Theory, Applied Mathematics, and 33 moreMathematical Physics, Logic And Foundations Of Mathematics, Policy Analysis/Policy Studies, History of Mathematics, Philosophy Of Mathematics, Mathematics Education, Optimization (Mathematics), Data Analysis, Philosophy of Mathematics Education, Numerical Analysis, Financial mathematics, Mathematical Modeling, Mathematical Modelling, Pure Mathematics, Education (Mathematics), Computational Mathematics, Mathematics Teacher Education, Math, Maths, Mathematic, Realistic Mathematics Education, Prime Numbers, Mathmatics, Science and Mathematics Education, Mathematics for Primary and Secondary School, MATH EDUCATION, Maths Education, Mathematics and Computer Science, Applied Mathematics and Statistics, Mathematic Education, Mesopotamian mathematics, Problem Posing in Mathematics, and Using Digital Technology for Learning Mathematics
Every even integer > 2 is the sum of two prime numbers
& equivalent
Each odd integer > 5 is the sum of three prime numbers
& equivalent
Each odd integer > 5 is the sum of three prime numbers
Research Interests: Discourse Analysis, Mathematics, Number Theory, Analytic Number Theory, Applied Mathematics, and 35 moreMathematical Physics, Game Theory, History of Mathematics, Philosophy Of Mathematics, Mathematics Education, Optimization (Mathematics), Data Analysis, Philosophy of Mathematics Education, Critical Discourse Analysis, Numerical Analysis, Mathematical Modeling, Mathematical Modelling, Mathematical Logic, Pure Mathematics, Elementary Number Theory, Mathematics Education Pedagogy, Education (Mathematics), Geo-spatial analysis with GIS and GPS, Computational Mathematics, Mathematics Teacher Education, Discrete Mathematics, Numbers, Math, Maths, Mathematic, Realistic Mathematics Education, Prime Numbers, Mathmatics, Mathematics for Primary and Secondary School, MATH EDUCATION, Mathematics and Computer Science, Mathematic Education, Mesopotamian mathematics, Problem Posing in Mathematics, and Using Digital Technology for Learning Mathematics
In our interest to evaluate the quality of the results obtained from the numerical models used in the simulation of the propagation of long waves, we are led to study the behavior of these models under conditions that allow to verify the... more
In our interest to evaluate the quality of the results obtained from the numerical models used in the simulation of the propagation of long waves, we are led to study the behavior of these models under conditions that allow to verify the uniqueness of solutions. To do this we have limited the channel length for the wave does not reach the surf zone and once reached the end of the channel, the wave may not be reflected. Numerical experiences were carried out during more than one period of wave oscillation. The results confirm the conclusions set forth in previous work.
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A bijective transformation between the Dirac Equation and a Special Case of the Maxwell-Cassano Equations is derived.
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General overview of the mathematics used to derive the electron model in "New Physics Framework", which was recently uploaded.
Research Interests: Engineering Physics, Mathematical Physics, Physics, Atomic, Molecular, And Optical Physics, Theoretical Physics, and 13 moreComputational Physics, Condensed Matter Physics, Nuclear Physics, Quantum Physics, Cosmology (Physics), Particle Physics, Applied Physics, History of Physics, High Energy Physics, Physics Education, Experimental Physics, Nuclear and Atomic Physics, and Theoretical Particle Physics
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In this paper we calculated First 250 k- Lucas Numbers.
Research Interests: Mathematics, Number Theory, Analytic Number Theory, Algebraic Number Theory, Applied Mathematics, and 16 moreMathematical Physics, History of Mathematics, Philosophy Of Mathematics, Mathematics Education, Philosophy of Mathematics Education, Mathematical Modelling, Elementary Number Theory, Computational Mathematics, Numbers, Maths, Prime Numbers, Pseudo-Random Number Generator, Fibonacci Series, Random Number Generator (RNG), Fibonacci numbers, and Fibonacci Sequences
The collimation and evolution of relativistic outflows in $\gamma$-ray bursts (GRBs) are determined by their interaction with the stellar envelope through which they travel before reaching the much larger distance where the energy... more
The collimation and evolution of relativistic outflows in $\gamma$-ray bursts
(GRBs) are determined by their interaction with the stellar envelope through
which they travel before reaching the much larger distance where the energy is
dissipated and $\gamma$-rays are produced. We consider the case of a Poynting
flux dominated relativistic outflow and show that it suffers strong
inverse-Compton (IC) scattering drag near the stellar surface and the jet
is slowed down to sub-relativistic speed if its initial
magnetization parameter ($\sigma_0$) is larger than about 10$^5$.
If the temperature of the cocoon surrounding the jet were to be larger
than about 10 keV, then an optically thick layer of electrons and
positrons forms at the interface of the cocoon and the jet, and one might
expect this pair screen to protect the interior of the jet from IC drag.
However, the pair screen turns out to be ephemeral, and instead of
shielding the jet it speeds up the IC drag on it.
Although a high $\sigma_0$ jet might not survive its passage through
the star, a fraction of its energy is converted to 1-100 MeV radiation
that escapes the star and appears as a bright flash lasting for about 10 s.
(GRBs) are determined by their interaction with the stellar envelope through
which they travel before reaching the much larger distance where the energy is
dissipated and $\gamma$-rays are produced. We consider the case of a Poynting
flux dominated relativistic outflow and show that it suffers strong
inverse-Compton (IC) scattering drag near the stellar surface and the jet
is slowed down to sub-relativistic speed if its initial
magnetization parameter ($\sigma_0$) is larger than about 10$^5$.
If the temperature of the cocoon surrounding the jet were to be larger
than about 10 keV, then an optically thick layer of electrons and
positrons forms at the interface of the cocoon and the jet, and one might
expect this pair screen to protect the interior of the jet from IC drag.
However, the pair screen turns out to be ephemeral, and instead of
shielding the jet it speeds up the IC drag on it.
Although a high $\sigma_0$ jet might not survive its passage through
the star, a fraction of its energy is converted to 1-100 MeV radiation
that escapes the star and appears as a bright flash lasting for about 10 s.
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Research Interests:
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This article discusses an outline of a new Cosmology model based on my interpretation of the Johannine Prologue. The objective of this article is to propose a new Cosmology model which is biblically sound and scientifically verifiable,... more
This article discusses an outline of a new Cosmology model based on my interpretation of the Johannine Prologue. The objective of this article is to propose a new Cosmology model
which is biblically sound and scientifically verifiable, inspired by Cosmic Christology of the Johannine Prologue. Because this is only an outline, it should be obvious that this is not a complete and working cosmology model. More research is needed to develop it further and also to test this idea. New experiments may be expected in the future to verify this proposal.
which is biblically sound and scientifically verifiable, inspired by Cosmic Christology of the Johannine Prologue. Because this is only an outline, it should be obvious that this is not a complete and working cosmology model. More research is needed to develop it further and also to test this idea. New experiments may be expected in the future to verify this proposal.