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- G. EMMANUELE
- 2001

Key wmls: Generalized contractions, fixed point theorems. convergence of sequence of iterates. 1. INTRODUCTION THE STUDY in fixed point theory has generally developed in three main directions: generalization of conditions which ensure existence, and, if possible, uniqueness, of fixed points; investigation of the character of the sequence of iterates (T "… (More)

- Cinzia Di Pietro, Valentina Di Pietro, +11 authors V. Zimmitti
- CSB
- 2003

In this paper we present a new Multiple Sequence Alignment (MSA) algorithm called AntiClusAl. The method makes use of the commonly use idea of aligning homologous sequences belonging to classes generated by some clustering algorithm, and then continue the alignment process ina bottom-up way along a suitable tree structure. The final result is then read at… (More)

We study the asymptotic behavior of the sequence of the iterates for a nonexpansive mapping, defined on a suitable subset of a Banach space with Opial's condition. Some results are stated also for semigroups of nonexpansive mappings and for mappings of asymptotically nonexpansive type in uniformly convex Banach spaces with Opial's condition.

We show that as soon as c 0 embeds complementably into the space of all weakly compact operators from X to Y , then it must live either in X * or in Y. the space of all compact operators from X to Y equipped with the operator norm, even if it does not embed into X * and Y ; furthermore, such a copy of c 0 can be complemented in K(X, Y) (see [E4], [E6]).… (More)

- G. Emmanuele
- 2010

We show results about the existence and the nonexistence of a projection from the space L(L 1 (λ), X) of all linear and bounded operators from L 1 (λ) into X onto the subspace R(L 1 (λ), X) of all representable operators.

- G. Emmanuele
- 2010

Using some known lifting theorems we present three-space property type and permanence results; some of them seem to be new, whereas other are improvements of known facts. This short note is devoted to the proof of certain results showing that some isomorphic properties of Banach spaces or of operators between Banach spaces have some nice permanence… (More)

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