An investigation of the Hamiltonian formulation of singular systems

Download
1992
Mufleh, Eqab Mahmoud Rabei

Suggestions

An approach to the shifted 1/N expansion method and some applications
Omar, Mustafa; Sever, Ramazan; Department of Physics (1991)
An evolution operator approach for solving initial value problems
Ergenç, Tanıl; Çelebi, Okay; Demiralp, Metin; Department of Mathematics (1988)
On construction of recursion operators from Lax representation
Gurses, M; Karasu, Atalay; Sokolov, VV (1999-12-01)
In this work we develop a general procedure for constructing the recursion operators for nonlinear integrable equations admitting Lax representation. Several new examples are given. In particular, we find the recursion operators for some KdV-type systems of integrable equations. (C) 1999 American Institute of Physics. [S0022-2488(99)03212-0].
Studies on the perturbation problems in quantum mechanics
Koca, Burcu; Taşeli, Hasan; Department of Mathematics (2004)
In this thesis, the main perturbation problems encountered in quantum mechanics have been studied.Since the special functions and orthogonal polynomials appear very extensively in such problems, we emphasize on those topics as well. In this context, the classical quantum mechanical anharmonic oscillators described mathematically by the one-dimensional Schrodinger equation have been treated perturbatively in both finite and infinite intervals, corresponding to confined and non-confined systems, respectively.
On the consistency of the solutions of the space fractional Schroumldinger equation (vol 53, 042105, 2012)
Bayin, Selcuk S. (2012-08-01)
Recently we have reanalyzed the consistency of the solutions of the space fractional Schroumldinger equation found in a piecewise manner, and showed that an exact and a proper treatment of the relevant integrals prove that they are consistent. In this comment, for clarity, we present additional information about the critical integrals and describe how their analytic continuation is accomplished.
Citation Formats
E. M. R. Mufleh, “An investigation of the Hamiltonian formulation of singular systems,” Ph.D. - Doctoral Program, Middle East Technical University, 1992.