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On a Resonant Third-order p-Laplacian M-point Boundary Value Problem on the Half-line With Two Dimensional Kernel
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On a Resonant Third-order p-Laplacian M-point Boundary Value Problem on the Half-line With Two Dimensional Kernel

By using a semi-projector and the Re and Gen extension of coincidence degree theory, this work studies the existence of solution for a third-order p-Laplacian boundary value problem at resonance on the half-line with two dimensional kernel. An example is used to show applicability of existence result.
 
Published at IAENG International Journal of Applied Mathematics
Volume 50
Issue 3
Pages 648-655
Published in 2020
 
 
visit (http://www.iaeng.org/IJAM/issues_v50/issue_3/IJAM_50_3_23.pdf)
 
 
Ogbu Famous Imaga, Samuel Azubuike Iyase, and Sheila Amina Bishop
Ogbu Imaga
 
Other publications by this author (view profile)
 
 
On a Singular Second-Order Multipoint Boundary Value Problem at Resonance
 
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THE REVERSED ESTIMATION OF VARIABLE STEP SIZE IMPLEMENTATION FOR SOLVING NONSTIFF ORDINARY DIFFERENTIAL EQUATIONS
 
On the Solvability of a Resonant p-Laplacian Third-order Integral m-Point Boundary Value Problem
 
HIGHER ORDER BOUNDARY VALUE PROBLEMS WITH INTEGRAL BOUNDARY CONDITIONS AT RESONANCE ON THE HALF-LINE
 
Mathematica Computer Codes of Exponential Concurrent Milne's Device for Solving Special Problems
 
Existence of solution for a resonant p-Laplacian second-order m-point boundary value problem on the half-line with two dimensional kernel
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