Dhanya Rajendran, Eunkyung Ko, Ratnasingham Shivaji
We show the existence of three solution for the singular boundary-value problem
where , and is such that on for some and . When there exist two pairs of sub-supersolutions and where with , and are strict sub and super solutions. The establish the existence of at least three solutions satisfying , and .
Published March 21, 2016.
Math Subject Classifications: 35J25, 35J55.
Key Words: Three solutions theorem; singular boundary value problems.
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| Dhanya Rajendran |
Departamento de Matemática
Universidad de Concepción, Chile
| Eunkyung Ko |
PDE and Functional Analysis Research Center
Department of Mathematical Sciences
Seoul National University
Seoul, 151-747, South Korea
| Ratnasingham Shivaji |
Department of Mathematics and Statistics
University of North Carolina at Greensboro
Greensboro, NC 27412, USA
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