【摘 要】
：
The quantization scheme introduced by Klauder in [arXiv:1204.2870] is applied to a particle on a circle.We find that the quantum action functional restricted to appropriate coherent states can be expr
【机 构】
：
Perimeter Institute for Theoretical Physics, Canada
【出 处】
：
The XXIX International Colloquium on Group-Theoretical Metho
论文部分内容阅读
The quantization scheme introduced by Klauder in [arXiv:1204.2870] is applied to a particle on a circle.We find that the quantum action functional restricted to appropriate coherent states can be expressed as the classical action plus $\hbar$-corrections.Quantum Hamiltonians endowed with a general periodic and particular singular potential ones will be discussed.
其他文献
Using Brundans algorithm,we obtain closed character and dimension formulas for queer Lie superalgebras.This is a recent joint work with R.B.Zhang.
This contribution starts with a review of how ideas stemming from string theory recently led to a remarkable and still unexplained connection between the elliptic genus of a K3 surface and the sporadi
Various nucleon-pair approximations of the nuclear shell model have been developed in the last sixty years.Important examples of nucleon-pair approximations include the seniority scheme or quasispin s
Here we investigate the sea content of octet baryons,in the framework of the constituent quark model which is complemented by including five-quark Fock components in baryons.Wave functions for five-qu
We will discuss the classification of holomorphic framed vertex operator alegrbas of central charge 24 using certain binary codes and quadratic spaces over Z2.
Given an operator L acting on a function space,the J-matrix method consists of finding a sequence {f(x;n)} of functions such that the operator L acts tridiagonally on {f(x;n)}.Once such a tridiagonali
A quantum observable is called informationally complete if it separates all states.It is possible to implement this kind of observable as a joint measurement of simpler observables.Implications to the
We begin by a presentation of the Euler-Lagrange operator which naturally leads to higher order tangent bundles.Then we review Euler-Poincare reduction and the associated operator obtained by reductio
We outline a program for the axiomatic reconstruction of quantum mechanics that combines the precise use of a theorem of M.P.Solér with the idea of symmetry.We give a generalized version of the Wigner
A whole-part theory is developed for a set of finite quantum systems with variables in Z(n).The partial order subsystem is defined,by embedding various attributes of the system (quantum states,density