Lagrangian formulation of quantum mechanical Schrodinger equation is developed in general and illustrated in the eigenbasis of the Hamiltonian and in the coordinate representation. The Lagrangian formulation of physically plausible quantum system results in a well defined second order equation on a real vector space. The Klein-Gordon equation for a real field is shown to be the Lagrangian form of the corresponding Schrodinger equation
Extension of the Schrodinger equation is submitted by removing its limitations appearing due to the ...
The Classical Newton-Lagrange equations of motion represent the fundamental physical law of mechanic...
Recently, there has been interest in formulating the bound state Schrodinger and Klein-Gordon equati...
Lagrangian formulation of quantum mechanical Schrodinger equation is developed in general and illust...
An explicit Lagrangian description is given for the Heisenberg equation on the algebra of operators ...
Using the recently developed groupoidal description of Schwinger's picture of Quantum Mechanics, a n...
The canonical quantization of non-linear Lagrangians is discussed. When one can find a Cartesian coo...
The investigation object is the Hamiltonian-Lagrange equation system: non-linear Schrodinger - non-l...
The work contains a detailed investigation of free neutral (Hermitian) or charged (non-Hermitian) sc...
The nonlinear Klein-Gordon-Maxwell equations (NKGM) provide models for the interaction between the ...
The book clearly and concisely explains the basic principles of Lagrangian dynamicsand provides trai...
The expressions for the energy-impulse tensor and the spin operators are obtained for the particle d...
The nonlinear Klein-Gordon-Maxwell equations (NKGM) provide models for the interaction between the ...
We show that the Schrödinger and Klein-Gordon equations can both be derived from a hypergeometric di...
This thesis presents a development of classical canonical formalism and the usual transition schema ...
Extension of the Schrodinger equation is submitted by removing its limitations appearing due to the ...
The Classical Newton-Lagrange equations of motion represent the fundamental physical law of mechanic...
Recently, there has been interest in formulating the bound state Schrodinger and Klein-Gordon equati...
Lagrangian formulation of quantum mechanical Schrodinger equation is developed in general and illust...
An explicit Lagrangian description is given for the Heisenberg equation on the algebra of operators ...
Using the recently developed groupoidal description of Schwinger's picture of Quantum Mechanics, a n...
The canonical quantization of non-linear Lagrangians is discussed. When one can find a Cartesian coo...
The investigation object is the Hamiltonian-Lagrange equation system: non-linear Schrodinger - non-l...
The work contains a detailed investigation of free neutral (Hermitian) or charged (non-Hermitian) sc...
The nonlinear Klein-Gordon-Maxwell equations (NKGM) provide models for the interaction between the ...
The book clearly and concisely explains the basic principles of Lagrangian dynamicsand provides trai...
The expressions for the energy-impulse tensor and the spin operators are obtained for the particle d...
The nonlinear Klein-Gordon-Maxwell equations (NKGM) provide models for the interaction between the ...
We show that the Schrödinger and Klein-Gordon equations can both be derived from a hypergeometric di...
This thesis presents a development of classical canonical formalism and the usual transition schema ...
Extension of the Schrodinger equation is submitted by removing its limitations appearing due to the ...
The Classical Newton-Lagrange equations of motion represent the fundamental physical law of mechanic...
Recently, there has been interest in formulating the bound state Schrodinger and Klein-Gordon equati...