We give here a number of examples of non-commutative harmonic oscillators “in disguise” that can be exactly solved by using the tensor product of the oscillator representation and the finite dimensional representation of sI2(R), and its perturbations. © 2002, Department of Mathematics, Tokyo Institute of Technology. All rights reserved.
Parmeggiani, A., Wakayama, M. (2002). A remark on systems of differential equations associated with representations of sl2(R) and their perturbations. KODAI MATHEMATICAL JOURNAL, 25(3), 254-277 [10.2996/kmj/1071674459].
A remark on systems of differential equations associated with representations of sl2(R) and their perturbations
A. Parmeggiani;
2002
Abstract
We give here a number of examples of non-commutative harmonic oscillators “in disguise” that can be exactly solved by using the tensor product of the oscillator representation and the finite dimensional representation of sI2(R), and its perturbations. © 2002, Department of Mathematics, Tokyo Institute of Technology. All rights reserved.File in questo prodotto:
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