Positive solutions of singular positone Dirichlet boundary value problems (Q5936753)

Here, the Dirichlet positone problem NEWLINE\[NEWLINEy''+\mu qf(t,y,y')=0,\;0<t<T, \quad y(0)=y(T)=0,NEWLINE\]NEWLINE is discussed. One existence result is presented and in it \(f(t,x,y)\) may be singular at \(x=0\) and \(x=A>0\) of the phase variable \(x\) and at \(y=0\) of the phase variable \(y\).