Euler-type Boundary Value Problems in Quantum Calculus
We study a boundary value problem consisting of a second-order q-difference equation together with Dirichlet boundary conditions. Separation of variables leads us to an eigenvalue problem for a second-order Euler q-difference equation. We determine the exact number of eigenvalues.
T. Hudson and M. Bohner, "Euler-type Boundary Value Problems in Quantum Calculus," International Journal of Applied Mathematics and Statistics, Centre for Environment, Social, and Economic Research / Gale Group, Jan 2007.
Mathematics and Statistics
Keywords and Phrases
Euler-Cauchy dynamic equation; quantum calculus
Article - Journal
© 2007 Centre for Environment, Social, and Economic Research / Gale Group, All rights reserved.