Triple-Positive Solutions for a Nonlinear Singular Fractional Q-Difference Equation at Resonance
Fractal and fractional(2022)
摘要
Fractional q-calculus plays an extremely important role in mathematics and physics. In this paper, we aim to investigate the existence of triple-positive solutions for nonlinear singular fractional q-difference equation boundary value problems at resonance by means of the fixed-point index theorem and the q-Laplace transform, where the nonlinearity f(t,u,v) permits singularities at t=0,1 and u=v=0. The obtained theorem is well illustrated with the aid of an example.
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关键词
fractional q-difference equation,positive solutions,resonance,fixed-point index theorem,q-Laplace transform
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