Continuity and Discontinuity

This paper argues that antizionism must be understood, like the antisemitism that came before it, as an ideology. Here I draw upon Arendt’s definition of ideology as a radical distortion of social and political relations. I draw also upon Fine and Spencer’s understanding of the Jewish question as the antisemitic reaction to Jewish emancipation. I argue that antizionism is a reconfiguration of that reaction in the context of Jews’ modern emancipation in the form of national self-determination in the State of Israel. While that modern reaction, antizionism, displays both continuity and discontinuity with the antisemitism that came before it, it remains a manifestation of the Jewish question

Continuity in Information Algebras

In this paper, the continuity and strong continuity in domain-free information algebras and labeled information algebras are introduced respectively. A more general concept of continuous function which is defined between two domain-free continuous information algebras is presented. It is shown that, with the operations combination and focusing, the set of all continuous functions between two domain-free s-continuous information algebras forms a new s-continuous information algebra. By studying the relationship between domain-free information algebras and labeled information algebras, it is demonstrated that they do correspond to each other on s-compactness