Parameter dependence of positive solutions for second-order singular Neumann boundary value problems with impulsive effects
Summary: The author considers the Neumann boundary value problem \(-y''(t)+\mathbf My(t)=\lambda\omega(t)f(t,y(t))\), \(t\in J\), \(t\neq t_k\), \(-\Delta y'|_{t=t_k}=\lambda I_k(t_k,y(t_k))\), \(k=1,2,\dots,m\), \(y'(0)=y'(1)=0\) and establishes the dependence results of the solution on the parameter \(\lambda\), which cover equations without impulsive effects and are compared with some recent results by Nieto and O'Regan.
scientific article; zbMATH DE number 7023421
scientific article