NECESSARY CONDITIONS FOR THE EXISTENCE OF TRIPLE POSITIVE SOLUTIONS TO FRACTIONAL INTEGRODIFFERENTIAL BOUNDARY VALUE PROBLEMS AT RESONANCE

Authors

  • M. Latha Maheswari, K. Pandiyan

Keywords:

Fractional derivatives, Integrodifferential equation, Triple positive solution, At resonance, Singularity.

Abstract

The fixed point index theory is used to determine whether there are set of solutions to boundary value problems with triple positives involving resonant fractional integrodifferential equations. To find the positive solutions, the spectrum theory and a few new height functions are also employed. An arbitrary fractional integral is used in the nonlinearity, which also allows for singularity.

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Published

2024-10-01

How to Cite

M. Latha Maheswari, K. Pandiyan. (2024). NECESSARY CONDITIONS FOR THE EXISTENCE OF TRIPLE POSITIVE SOLUTIONS TO FRACTIONAL INTEGRODIFFERENTIAL BOUNDARY VALUE PROBLEMS AT RESONANCE. Utilitas Mathematica, 121, 229–235. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/2046

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