let  be a hilbert space of functions analytic on a plane domain  such that for every  in  the functional of evaluation at  is bounded. assume further that  contains the constants and admits multiplication by the independent variable , , as a bounded operator. we give sufficient conditions for  to be reflexive for all positive integers .

In this article we examine the cosmopolitanization of national memory cultures as a matter of reflexive particularism, referring to negotiations over ‘the national’ driven by the endogenization of European norms and discourses. Reflexive particularism emerges from a historically specific memory imperative that issues two demands – first, that national polities reckon with the Other, and second,...

Language typology studies have shown that reflexive verb structures are widely represented in diverse languages. In this paper reflexive verb constructs in Bulgarian, French and Hungarian are compared and described on a paradigmatic level. A classification is provided where key Bulgarian reflexive verb constructs, distributed in semantic classes, are used as a seed data set for defining corresp...

We report results from an eye-tracking during listening study examining English-speaking adults' online processing of reflexive pronouns, and specifically whether the search for an antecedent is restricted to syntactically appropriate positions. Participants listened to a short story where the recipient of an object was introduced with a reflexive, and were asked to identify the object recipien...

For the past several years it has been thought that cues, such as eye direction, can trigger reflexive shifts in attention because of their biological relevance and their specialized neural architecture. However, very recently, reported that other stimuli, such as arrows, trigger reflexive shifts in attention in a manner that is behaviourally identical to those triggered by eyes. Nevertheless t...

Assume a partially ordered set (S,≤) and a relation R on S. We consider various sets of conditions in order to determine whether they ensure the existence of a least reflexive point, that is, a least x such that xRx. This is a generalization of the problem of determining the least fixed point of a function and the conditions under which it exists. To motivate the investigation we first present ...

In this paper we address the problem of solving recursive domain equations using uncountable limits of domains. These arise for instance, when dealing with the ω1-continuous function-space constructor and are used in the denotational semantics of programming languages which feature unbounded choice constructs. Surprisingly, the category of cpo’s and ω1-continuous embeddings is not ω0-cocomplete...