On Clark's theorem and its applications to partially sublinear problems

MÖNCH, Boundary value problems for nonlinear ordinary differential equations of second order in Banach spaces, J. PIANIGIANI, Existence of solutions of ordinary

In Sections 2.3 and 2.4, we introduce the superpotentials mirror to a semi-Fano toric manifold written down by using toric mirror maps and Lagrangian Floer theory respectively..

In Section 6 we prove that a (not necessarily basic) hereditary Artinian algebra which is splitting over its radical is isomorphic to the generalized path algebras of its

Σε µια χώρα όπου το 60% του µαθητικού της πληθυσµού συγκεντρώνεται στην Ατττική, τη Θεσσαλονίκη και την Πάτρα, η περιφερειακή ανάπτυξη που προωθείται µέσω

domain in JR..2, and showed that if the set of local maximum points of the boundary datum consists of N connected components, then the interior critical.. points

ergodic theorem to problems which have their origin in number theory, such as the theory of normal numbers and completely uniformly distributed sequences.. It will be

In the next section, the one-dimensional functional is introduced and the three main results are stated: the convergence of critical points of E ε to specific critical points of F

(1) Identities or estimates relating the number and character of critical points (i.e., zeroes of the gradient) of solutions of elliptic equations with the boundary