A variable-exponent p(t)-Laplacian Lienard equation with an attractive singularity has a positive periodic solution when the singularity crests above the maximum forcing and the restoring force decays below the mean forcing at infinity.
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Periodic solutions for p(t)-Lienard equations with a singular nonlinearity of attractive type
A variable-exponent p(t)-Laplacian Lienard equation with an attractive singularity has a positive periodic solution when the singularity crests above the maximum forcing and the restoring force decays below the mean forcing at infinity.