20aSP-2 An Exact Representation of Noncommutative Phase Space

Sicong Jing, Bing-Sheng Lin

Guangjie Guo, Chao‐Yun Long, Shuijie Qin +2 more

The entangled state representation has been constructed on noncommutative phase space. Using this appropriate representation, the energy spectrum of general two-dimensional harmonic oscillator has been obtained exactly.

Kang Li B, Jianhua Wang, Chiyi Chen C

The representations of the algebra of coordinates and momenta of noncommutative phase space are given. We study, as an example, the harmonic oscillator in noncommutative space of any dimension. Finally the map of Sch$\\ddot{o}$dinger equation from noncommutative space to commutative space is obtained.

Otto C. W. Kong, Wei-Yin Liu

KANG LI, JIANHUA WANG, CHIYI CHEN

The representations of the algebra of coordinates and momenta of noncommutative phase space are given. We study, as an example, the harmonic oscillator in noncommutative space of any dimension. Finally the map of Schrödinger equation from noncommutative space to commutative space is obtained.

Otto C. W. Kong, Wei-Yin Liu