Heteroclinic bifurcation and singularly perturbed boundary value problems
Journal of Differential Equations, 1990 A singularly perturbed boundary value problem \(\dot x=f(x,y,\epsilon),\epsilon \dot y=g(x,y,\epsilon)\) with boundary conditions \[ B_ 1(x(\omega_ 0),y(\omega_ 0),\epsilon)=0,\quad B_ 2(x(\omega_ 2+\omega),y(\omega_ 0+\omega),\epsilon)=0 \] is studied.
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