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We are also able to compute the essential spectrum of the linear wave operator for the rotationally invariant periodic case.. Critical point theory, variational methods, saddle

This paper is a sequel to [1] where the existence of homoclinic solutions was proved for a family of singular Hamiltonian systems which were subjected to almost periodic forcing...

We shall see below how such Lyapunov functions are related to certain convex cones and how to exploit this relationship to derive results on common diagonal Lyapunov function (CDLF)

For a positive definite fundamental tensor all known examples of Osserman algebraic curvature tensors have a typical structure.. They can be produced from a metric tensor and a

7.1. Deconvolution in sequence spaces. Subsequently, we present some numerical results on the reconstruction of a function from convolution data. The example is taken from [38],

In this paper we study certain properties of Dobrushin’s ergod- icity coefficient for stochastic operators defined on noncommutative L 1 -spaces associated with semi-finite von

Lemma 4.1 (which corresponds to Lemma 5.1), we obtain an abc-triple that can in fact be shown (i.e., by applying the arguments of Lemma 4.4 or Lemma 5.2) to satisfy the

It is known that quasi-continuity implies somewhat continuity but there exist somewhat continuous functions which are not quasi-continuous [4].. Thus from Theorem 1 it follows that