The group theoretic method in the multi-quark system study

来源 :The XXIX International Colloquium on Group-Theoretical Metho | 被引量 : 0次 | 上传用户:asdfzxcvasdf
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
  A group theoretic method for the systematic study of multiquark states is developed.The calculation of matrix elements of many-body Hamiltonians is simplified by transforming the physical bases (quark cluster bases) to symmetry bases (group chain classified bases),where the fractional parentage expansion method can be used.Five- and six-quark systems are taken as the example in this study.Three quark models are used to show the general applicability of the new multiquark calculation method and general results of constituent quark models for five- and six-quark states are given.
其他文献
In this talk we discuss questions of intermediate subfactors motivated by some old questions on subgroups of finite groups and report some recent progress on examples related to Hopf algebras,fusion c
会议
The linear (homogeneous and inhomogeneous) (k,N,N-k) supermultiplets of the one-dimensional N-Extended Supersymmetry Algebra induce D-module representations,with a given scaling dimension \lambda,for
会议
We consider supersymmetric extensions of spin $ \ell $ class Galilean conformal algebras with central extension.It is shonw that for two spatial dimension,there exist exotic supersymmetric extension.W
会议
The background field method for three-dimensional Yang-Mills and Chern-Simons models in N=2 superspace is developed.Superfield proper time (heat kernel) techniques are formulated and exact expressions
会议
I will present a recent work on renormalization in GFT,which extends previous results to models implementing the so-called closure constraint.In particular,superrenormalizability of a 4d model on U(1)
会议
Non-commutative quantum mechanics is first quantized.The non- commutative parameter can be assumed either fundamental or derived (induced by a Drinfeld twist).The two frameworks are equivalent for the
会议
The Bethe ansatz is a key tool in the area of quantum integrable and exactly solvable models.For each such model,understanding the nature of the roots of the Bethe ansatz equations is central to under
会议
We report a surprising distinction between measurements in finite and infinite dimensional Hilbert spaces.It is based on the observation that the overlaps of arbitrary Gaussian states in the number ba
会议
The SD-pair shell model (SDPSM) is shown to reproduce approximately typical spectra,E2 transition strengths of the U(5),SO(6),SU(3) and SU^*(3) limits of the interacting boson model (IBM).The shape ph
会议
The system composed of many particles each of which has angular momentum ji holds the symmetry U(Σi(2ji+1)).The possible total angular momenta of the system and their multiplicities,the values of the
会议