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准严格可解问题
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  quasi-exact-solvable problem
     One-dimension Quasi-exact-solvable Problem──Introduction to New Progression of Quantum Mechanics
     一维准严格可解问题─—量子力学新发现介绍
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  “准严格可解问题”译为未确定词的双语例句
     A new class of spectral problems discovered recently the quasi-exactly-solvable prob-lems is discussed,The reason explaining the existence of the problems is a hidden dynamical symme-try present in the Hamiltonian of the system.
     讨论了新近发现的一类新的谱问题——准严格可解问题,该问题存在的原因是系统的Hamiltonian存在着隐蔽的动力学对称性。 对于一维运动该隐蔽对称性是SU(2)群。
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  相似匹配句对
     One-dimension Quasi-exact-solvable Problem──Introduction to New Progression of Quantum Mechanics
     一维严格问题─—量子力学新发现介绍
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     Two Questions of the n-Soluble Group
     关于n-群的两个问题
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     The Induction and Extension Problems of Some p-solvable Groups
     p-群的诱导和扩张问题
短句来源
     DFT Approach to Transitive Closure Problems
     迁闭包问题的DFT
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     G, Then G is p-solvable.
     则G是p-
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A new quasi-exact-solvable problem of quantum mechanics is dissussed. The construc-ture and initial classification of quasi-exact-solvahle Hamiltionian are given, Furthermore,every re-lated class of exact-solvable problem and the classification of exact-solvable potency are discussed too.

讨论了新近发现的量子力学准严格可解问题,给出一维准严格可解的哈密顿的结构和初步分类,还提出了与每一类准严格可解势相连结的严格可解问题,初步给出严格可解势的分类。

A new class of spectral problems discovered recently the quasi-exactly-solvable prob-lems is discussed,The reason explaining the existence of the problems is a hidden dynamical symme-try present in the Hamiltonian of the system. For one一dimensional motion this hidden symmetry isSU(2),The simplest one一dimensional system admitting algebrization for a part of the spectrum isthe an harmonic oscillator with the anharmonicity x ̄6 and a relation between the coefficients is frontof x ̄2 and x ̄6. A general procedure...

A new class of spectral problems discovered recently the quasi-exactly-solvable prob-lems is discussed,The reason explaining the existence of the problems is a hidden dynamical symme-try present in the Hamiltonian of the system. For one一dimensional motion this hidden symmetry isSU(2),The simplest one一dimensional system admitting algebrization for a part of the spectrum isthe an harmonic oscillator with the anharmonicity x ̄6 and a relation between the coefficients is frontof x ̄2 and x ̄6. A general procedure of solving this class problem in the simplest onedimensional sys-tem is exhibited.

讨论了新近发现的一类新的谱问题——准严格可解问题,该问题存在的原因是系统的Hamiltonian存在着隐蔽的动力学对称性。对于一维运动该隐蔽对称性是SU(2)群。允许部分谱代数化的最简单的一维系统是具有x ̄6势且x ̄2与x ̄6项前系数有某种关系的非谐振子系;本文通过此最简单的一维系统展示求解此类问题的一般方法与步骤.

 
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