Publicación: POSITIVE SOLUTIONS OF DIRICHLET AND HOMOCLINIC TYPE FOR A CLASS OF SINGULAR EQUATIONS
Fecha
2018
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JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS
Resumen
WE STUDY A NONLINEAR SINGULAR BOUNDARY VALUE PROBLEM AND PROVE THAT, DEPENDING ON A RELATIONSHIP BETWEEN EXPONENTS OF POWER TERMS, THE PROBLEM HAS EITHER SOLUTIONS OF DIRICHLET TYPE OR HOMOCLINIC SOLUTIONS. WE MAKE USE OF SHOOTING TECHNIQUES AND LOWER AND UPPER SOLUTIONS.
