Annals of Mathematics and Physics
https://www.peertechz.com/journals/annals-of-mathematics-and-physics
A Peertechz Open Access Journalen-usPoisson structures on (non)associative noncommutative algebras and integrable Kontsevich type Hamiltonian systems30 Jan, 2020
https://www.peertechz.com/articles/AMP-3-110.php
We have revisited the classical Poisson manifold approach, closely related to construction of Hamiltonian operators, generated by nonassociative and noncommutative algebras. In particular, we presented its natural and simple generalization allowing effectively to describe a wide class of Lax type integrable nonlinear Kontsevich type Hamiltonian systems on associative noncommutative algebras.Modeling of active thermography through uncertainty quantifi cation of parameters of the heat transfer equation19 Nov, 2019
https://www.peertechz.com/articles/AMP-2-109.php
Active thermography is an experimental technique used to analyze samples of materials or entire structures without destroying them, by means of a heat source, such as a laser beam of a given power.An analysis of ammonia synthesis by the model of Selective Energy Transfer (SET)26 Sep, 2019
https://www.peertechz.com/articles/AMP-2-108.php
The SET theory implies that energy is transferred from the catalyst system via infrared radiation to the molecules that are supposed to react. In previous investigations it has been demonstrated that the activation of the reacting species-as long as the molecules are infrared active-can occur at low adsorption strength. However, for molecules that are IR inactive, e.g. dinitrogen, this is not possible.The quadratic Poisson structures and related nonassociative noncommutative Zinbiel type algebras16 Sep, 2019
https://www.peertechz.com/articles/AMP-2-107.pdf
There are studied algebraic properties of the quadratic Poisson brackets on nonassociative noncommutive algebras, compatible with their multiplicative structure. Their relations both with differentiations of the symmetric tensor algebras and Yang-Baxter structures on the adjacent Lie algebras are demonstrated.The dispersionless completely integrable heavenly type Hamiltonian flows and their differential-geometric structure28 Aug, 2019
https://www.peertechz.com/articles/AMP-2-106.pdf
There are reviewed modern investigations devoted to studying nonlinear dispersiveless heavenly type integrable evolutions systems on functional spaces within the modern differential-geometric and algebraic tools. Main accent is done on the loop diffeomorphism group vector fields on the complexified torus and the related Lie-algebraic structures, generating dispersionless heavenly type integrable systems.Mid-point technique for calculating divergent integrals10 Jul, 2019
https://www.peertechz.com/articles/AMP-2-105.php
A mid-point technique is introduced to overcome the diffi culties in other techniques. The modied
e⁄ective interaction quark potential which uses to calculate different properties of the NJL model such
as the constituent quark mass, pressure, and energy density is solved using the present technique. The
present method gives good accuracy for the mathematical problem and avoids the physical di¢ culty in
the previous works.Black quanta. On the thermodynamics of the black holes02 Jul, 2019
https://www.peertechz.com/articles/AMP-2-104.pdf
It is shown that the quantized internal motion of the black holes consists of Planck quanta (Planck
mass, length, time, etc), which may be called black quanta. The mass of the black hole is a integral
multiple of the Planck mass, and the radius of the black hole (Schwarzschild radius) is an integral multiple
of the Planck length. This circumstance arises from the proportionality of the black hole radius and mass.
The statistical physics and the thermodynamics of the black holes are derived herein from the statistical
motion of the black quanta.Space Equations04 Mar, 2019
https://www.peertechz.com/articles/AMP-2-103.php
Trying to observe the reason behind the differences in the nature of space that exists on earth and on the outer space led to the path were space and gravity meets. This paper presents a theory which comprises of an already existing effect that has helped to determine the following;
• Space constant.
• The Relationship between Space and Gravity.
• Formulation of Space Equations.
• Verification of the value of acceleration due to gravity, mass, radius of most planetary bodies.
• The Fate of the existence of parallel universes.Integral formulations for 1-D Biharmonic and Second Order Coupled Linear and Nonlinear Boundary Value Problems29 Oct, 2018
https://www.peertechz.com/articles/AMP-1-101.php
Integral formulations based on a boundary-domain interpretation of the boundary element method
(BEM) are applied to develop the numerical solutions of biharmonic and second order coupled linear and
nonlinear boundary value problems.