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(2.4) is easily established using Theorem 2.2 in [2], but the inner boundary of ˜ Ω is still not analytic.. The properties
If true for more general boundary value problems, such a statement would provide a very powerful bifurcation theorem as failure of the complementing condition would imply the
p-Laplacian operator, Neumann condition, principal eigen- value, indefinite weight, topological degree, bifurcation point, variational method.... [4] studied the existence
In the present study, using the characterizations of measures of noncompactness we prove a theorem on the existence and local asymptotic stability of solutions for a
However, in the literature, the existence of three positive solutions has never been established for boundary value problems of delay differential equations with
We make use of a generalization of the fixed point theorem of compression and expansion of functional type to obtain the existence of positive
Section 1 studies a controlled dynamics problem (smallest area surface evolving with unit areal speed) via the two-time maximum principle.. The evolution PDE is of 2-flow type and
The steady-state N balance constraint is the relationship between the steady-state values of maximum MAI ( Y s ) and U o , defined by the condition that N inputs to the system equal
