On a class of weakly regular singular two-point boundary value problems, II

Abstract

Existence of a unique solution of a class of weakly regular singular two point boundary value problems -(p(x)y′)′ = p(x) f(x,y), 0 0 on (0, b); (ii) p(x) ∈ C1(0, r), and for some r>b; (iii) xp′(x)/p(x) is analytic in {z: |z|