Basic Analogs of Schrodinger's Equation

スポンサーリンク

概要

• 論文の詳細を見る

• Basic analogs of Schrodinger's equation are investigated on a so-called q-linear grid or basic linear grid. A ladder operator formalism for a discrete harmonic oscillator analog is developed with a representation in the weighted Hilbert space l^2(Z) over the q-linear grid. The moment problem for the corresponding modified discrete q-Hermite polynomials of type II is revised. Conditions on the existence of a ladder operator formalism in connection with the considered moment problem are developed. The results are evaluated with respect to an application for purposes of discrete Schrodinger theory.

• 理論物理学刊行会の論文
• 2003-09-30

著者

• Ruffing A

  Munich University Of Technology Dept. Of Mathematics

• Ruffing Andreas

  Munich University Of Technology Dept. Of Mathematics

• EY Kristine

  Munich University of Technology, Dept. of Mathematics

• Ey Kristine

  Munich University Of Technology Dept. Of Mathematics

関連論文

• Analytic Properties of a Special q-Exponential Function
• Basic Analogs of Schrodinger's Equation
• Analytic Properties of a Special q-Exponential Function
• Basic Analogs of Schrodinger's Equation

スポンサーリンク