The purpose of this paper is to show, in a purely formal way, that the Schroedinger equation must be the basis for the Born, Jordan and Heisenberg matrix calculus. This is most readily accomplished by using the Lanczos modification of the latter
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2019Includes bibliographical ref...
The classical harmonic oscillator and an elementary discussion of the quantum mechanical solutions f...
A formal calculus is developed which includes the Born and Jordan matrix dynamics, and also the rema...
In this article, we develop quantum mechanics upon the framework of the quantum mechanical Hamilton-...
A usual step in solving totally Schrodinger equation is to try first the case when dimensionless pos...
Abstract: It is possible to show that the repeated failures of Classical Mechanics in the ...
This paper gives a technically elementary treatment of some aspects of Hamilton-Jacobi theory, espec...
Heisen-berg’s matrix mechanics on a firm mathematical basis. Born and Jordan showed that if one want...
The textbook treatment in that the wave function of a dynamical system is expanded in an eigenfuncti...
The father of quantum mechanics, Erwin Schrodinger, was one of the most important figures in the dev...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
The classical laws ofmotion and Newtonian thought met considerable opposition in the late 1800s and ...
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2019Includes bibliographical ref...
The classical harmonic oscillator and an elementary discussion of the quantum mechanical solutions f...
A formal calculus is developed which includes the Born and Jordan matrix dynamics, and also the rema...
In this article, we develop quantum mechanics upon the framework of the quantum mechanical Hamilton-...
A usual step in solving totally Schrodinger equation is to try first the case when dimensionless pos...
Abstract: It is possible to show that the repeated failures of Classical Mechanics in the ...
This paper gives a technically elementary treatment of some aspects of Hamilton-Jacobi theory, espec...
Heisen-berg’s matrix mechanics on a firm mathematical basis. Born and Jordan showed that if one want...
The textbook treatment in that the wave function of a dynamical system is expanded in an eigenfuncti...
The father of quantum mechanics, Erwin Schrodinger, was one of the most important figures in the dev...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
For pedagogical purposes, numerical integration methods are applied to a simple eigenvalue problem i...
The classical laws ofmotion and Newtonian thought met considerable opposition in the late 1800s and ...
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
Thesis (Master)--Izmir Institute of Technology, Mathematics, Izmir, 2019Includes bibliographical ref...
The classical harmonic oscillator and an elementary discussion of the quantum mechanical solutions f...