Lattice Phonon Operators and Selfsimilar Superpotentials

スポンサーリンク

概要

• 論文の詳細を見る

• We introduce two different deformations into quantum mechanics by which we obtain the effect of a bounded set of eigenvalues in the case of the harmonic oscillator.The methods we use are based on quantumsymmetries that are provided by a q-Heisenberg algebra.The spectra of the respective discretized quantum oscillators are derived.An unexpected fact occurs : The quantum models based on the used quantumsymmetries show the same bounded spectrum that several dilatative and selfsimilar continuum supermodels do.Thus there is some evidence for a partial equivalence principle between quantumsymmetries and supersymmetries.

• 理論物理学刊行会の論文
• 2000-07-14

著者

• Ruffing A

  Center Of Mathematical Sci. Muenchen Deu

• Ruffing Andreas

  Center Of Mathematical Sciences

関連論文

• Exponential Lattices as Regularizers in Quantum Mechanics
• Lattice Phonon Operators and Selfsimilar Superpotentials

スポンサーリンク