Sándor Ferenczi, the great representative of the Budapest School of Psychoanalysis, had a lifelong interest in psychical phenomena. Although his ideas on the psychoanalytical understanding of spiritualistic phenomena and telepathy were not developed theories, they had a strong influence on some representatives of psychoanalysis, and thus underlay the psychoanalytic interpretation of telepathy. Ferenczi’s ideas on telepathy were interwoven with his most important technical and theoretical innovations. Thus Ferenczi’s thoughts on telepathy say a lot about his psychoanalytical (...) thinking and attitudes, and illuminate the significance of his greatest innovations in the context of psychical research. (shrink)

Nicolas Abraham’s “Introducing Thalassa” contributed to the revival of Sàndor Ferenczi’s ideas in France from the 1960s and initiated a transformation in his own psychoanalytic thinking as the thalassal argument was brought into a new context. This article argues that Abraham’s work provides a pathway to not only remember, but also revitalise Ferenczi’s notion of trauma and its inscription in biological processes from events that have happened is species pre-history as well as personal history. Abraham rethinks this “biological (...) unconscious” through a unique conception of the symbol that is inherently unstable and always responding anew to trauma it also continually reformulates. This allows us to understand the body in different terms, away from a series of biological processes to which psyche can be reduced, towards a notion of the somatic that is eloquent and unpredictable and must be translated by the psyche and any apprehending discourse. This transformation made the body relevant once more in a French context that was suspicious of its blanket positing as the cause of psychical processes. Situating the origins of subjectivity in the somatic ever-displaces causal processes in the body so that we can never quite grasp these and must search for them across different, although related, levels of meaning. The search for origins is essential but never satisfactory hence my use of translation as a frame for understanding Abraham’s work; a process that is always unfinished and invites further response. (shrink)

O psicanalista húngaro Sándor Ferenczi elaborou uma teoria sobre a transição do princípio do prazer ao princípio de realidade, que permite complementar e aprofundar as hipóteses freudianas sobre esses princípios. De acordo com a sua teoria, esse processo envolve uma série de estágios, ao longo dos quais, gradualmente, a diferenciação entre o eu e o mundo externo é estabelecida e o sentimento de onipotência é abandonado. Freud e Ferenczi, contudo, não focaram a questão da maneira como o (...) desenvolvimento da linguagem verbal acompanha esse processo de transição entre os dois princípios, questão essa abordada pela psicanalista russa Sabina Spielrein. Esta autora complementa as teorias de Freud e Ferenczi, ao abordar o fenômeno em questão a partir de uma perspectiva diferente, ou seja, daquela do desenvolvimento da linguagem. Apesar da originalidade e da importância da contribuição de suas teorias para a compreensão do funcionamento mental, Ferenczi e, sobretudo, Spielrein são autores ainda pouco estudados, que merecem maior atenção e reconhecimento, o que justifica o resgate de suas teorias. Nesse artigo, abordamos algumas das hipóteses dos dois autores que permitem uma melhor compreensão do processo de diferenciação entre o eu e o mundo externo e de transição do princípio de prazer ao princípio de realidade. Nos baseamos na análise do texto de Ferenczi O Desenvolvimento do Sentido de Realidade e seus Estágios, de 1913, e nos textos de Spielrein O surgimento e o desenvolvimento da fala articulada e A origem das palavras infantis papai e mamãe, publicados, respectivamente, em 1920 e 1922. (shrink)

This book offers an analysis of the status and function of the Anglo-Saxon prognostics in their manuscript context, a study of their introduction to and transmission in Anglo-Saxon England, and, for the first time, a comprehensive edition of prognostics in Old English and Latin.

The idea that language is metaphoric in nature has often been suggested or stated since Vico and Rousseau. Derrida, too, often writes about metaphor and the impression he gives is that he is arguing for the metaphoric nature of both thought, whether philosophic or not, and language. Interpreters like de Man or Culler have helped to spread this impression. If it is correct, Derrida shares a pan-metaphoric view of language and whatever can be made with it. It is useful to (...) refer to Derrida's view because in my opinion he has been very good at saying what language is, even if he has been very much in the wrong in seeing no distinction between language and language use. Let us consider first what he has been good at. (shrink)

The principal purpose of the present volume is to analyse critically one of the major contemporary interpretations of the origin of support for radical or extremist political behaviour - the political theory of mass society. Mass political theory is one of several major perspectives on political extremism which share a stress on the social psychological, emotional and irrational origins of dissidence. The present work may be seen as part of a growing scholarly effort reassessing such theories and urging the importance (...) of increased attention to the social structure origins, cognitive nature and rational properties of dissident support. The present work should be of interest to a fairly broad professional community and student audience, as well as to the informed and more literate layman. Of particular interest may be the detailed summary of the origins of mass political theory and of the properties of the theory itself and the lengthy case study chapter stressing the purposive, reasonable and non-exceptional character of several familiar radical political movements. (shrink)

Three classes are introduced which are closely related to the class included in the title. It is proven that the class obtained from by replacing axiom C4 by the commutativity of single substitutions can be considered as the abstract class in the Resek–Thompson theorem, thus it is representable by set algebras. Then the class is defined and it is shown that the necessary and sufficient condition for neat embeddability of an algebra in CAα into is the validity of the merry-go-round (...) properties. Finally, the class is introduced which class is a counterpart of among the polyadic like algebras. (shrink)

We generalize the notions of Girard algebras and MV-algebras by introducing rotation-invariant semigroups. Based on a geometrical characterization, we present five construction methods which result in rotation-invariant semigroups and in particular, Girard algebras and MV-algebras. We characterize divisibility of MV-algebras, and point out that integrality of Girard algebras follows from their other axioms.

ABSTRACT As is well-known, a classical representation theorem of the theory of cylindric algebras is: A ε IGwsa if and only if A ε SNrαCAα+ε. The part “only if” is trivial. Regarding to the other part “A ε SNrαCAα+ε then A ε IGwsα“ the following question arises: is it possible to replace the class CA in the hypothesis A ε SNrαCAα+ε by a larger class so that the theorem still holds. Such a larger class Kα β is defined. The class (...) Kα β is the best possible, in a sense to be made precise. Representability of set algebras is investigated, too. (shrink)

In the present paper we show that any at most countable linearly-ordered commutative residuated lattice can be embedded into a commutative residuated lattice on the real unit interval [0, 1]. We use this result to show that Esteva and Godo''s logic MTL is complete with respect to interpretations into commutative residuated lattices on [0, 1]. This solves an open problem raised in.

For odd and for even involutive, commutative residuated chains a representation theorem is presented in this paper by means of direct systems of abelian o-groups equipped with further structure. This generalizes the corresponding result of J. M. Dunnabout finite Sugihara monoids.

We generalize the notions of Girard algebras and MV-algebras by introducing rotation-invariant semigroups. Based on a geometrical characterization, we present five construction methods which result in rotation-invariant semigroups and in particular, Girard algebras and MV-algebras. We characterize divisibility of MV-algebras, and point out that integrality of Girard algebras follows from their other axioms.

Hahn’s embedding theorem asserts that linearly ordered abelian groups embed in some lexicographic product of real groups. Hahn’s theorem is generalized to a class of residuated semigroups in this paper, namely, to odd involutive commutative residuated chains which possess only finitely many idempotent elements. To this end, the partial lexicographic product construction is introduced to construct new odd involutive commutative residuated lattices from a pair of odd involutive commutative residuated lattices, and a representation theorem for odd involutive commutative residuated chains (...) which possess only finitely many idempotent elements, by means of linearly ordered abelian groups and the partial lexicographic product construction is presented. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:FROM SACRIFICIAL VIOLENCE TO RESPONSIBILITY: THE EDUCATION OF MOSES IN EXODUS 2-4 Sandor Goodhart Purdue University When toward the end of his life Moses tried to stave off death, God said to him: "Did I tell you to slay the Egyptian?" (Midrash in Plaut 383) I. Education in Plato and Judaism The word "education", of course, comes from the Latin, educare, meaning "to lead out" or "to bring up," (...) and both its Latinate morphology and the semantic value it assumes in English reflect its peculiar history. To "lead out" implies in the first place leadership, which is to say a relationship between one designated as a "leader" and another (or others) designated as the "led." The notion of leadership also entails a movement through which the leader propels the led, namely from a region designated as "inside," to another designated as "outside." Within the Western context, which is to say, within the Western European historical experience which traces itselfback through the romance language speaking countries to Rome and ultimately to Greece, the primary articulator ofthe notion of education we have inherited is, of course, Plato. Although Plato's Republic is nominally about justice, and even more specifically the "just" state, commentators have long pointed out that it is really about education (see, for example, Havelock). How shall the guardians ofthe state that we shall term "just" be educated?, Plato's interlocutors ask themselves. In this regard, of course, Plato was challenging the educational system already in place at the time at the head of which was Homer and the Homeric epics, and substituting for an older oral culture founded on an elaborate system of mnemonics another founded more decisively upon writing and the alphabet. Some have argued that in place of a aural or Sandor Goodhart1 3 hearing-centered culture Plato was inaugurating a visual or video-centric cultural organization, and much work is currently being done in this area (see, for example, Ong). What was Plato's educational solution? It was an appeal, in short, to the true, to the language of reason, and to the realm of the ontological as the context in which the true could be defined. The true, as the phenomenological tradition has taught us, may be regarded as the separation of that which has being from that which does not have being, that which only appears or seems to be from that which truly is. Reason in this context is the method or modality ofthinking by which such difference or distinction between the true and the false becomes articulated. Education may then be said to be the process by which all of this occurs, by which one learns to separate appearances from reality, the true from the false, the reasonable from the unreasonable, and thereby the process by which one avoids slavery. For at bottom the enemy for Plato remains slavery and the goal remains freedom from its ravages. Plato, for one, defines his program in specific opposition to Greek tragedy, which he takes among the species ofmimesis or of mimetic poesis that he cites to be the worst threat to his program of absolute difference. The tragic poets leave us without an antidote, he tells us, to its irresistible seductions. Even the best of us—by which he would certainly include Socrates, who has been educating these young men about the processes of education—go to the theater, follow the theatrical performance with enthusiasm, beat their breasts along with the players, and finally praise as most worthy those playwrights who most enable this enthusiasm to take place. The distinction between the true and the mimetic, between the true and the imitational or representational, between that which has being and that which only shadows being, is always on the verge of collapsing in this context. And as a consequence the only safe state, Plato tells us, is the one that excludes theatrical performance from its premises. There is no place in the present context to develop any further the complicated relationship Plato has with his predecessors, and I have hinted at this relationship elsewhere (see Goodhart 261). Suffice it to say that Plato remains in this regard the master in Western circles ofall... (shrink)

Let be the class of odd involutive even the notion of partial lex products is not sufficiently general. One more tweak is needed, a slightly even more complex construction, called partial sublex product, introduced here.

A new structure, called equality algebras, will be introduced. It has two connectives, a meet operation and an equivalence, and a constant. A closure operator will be defined in the class of equality algebras, and we call the closed algebras equivalential. We show that equivalential equality algebras are term equivalent with BCK-algebras with meet. As a by-product, we obtain a quite general result, which is analogous to a result of Kabziński and Wroński: we provide an equational characterization for the equivalential (...) fragment of BCK-algebras with meet. (shrink)

Sándor Radnóti looks at forgeries, artistic reproductions, replicas, variations, and pastiches in order to study the dilemmas surrounding artistic illusion and "poetic license." He reveals how forgeries as the parasites of art make clear and transparent the meaning of artistic orginality.

After the rule of the canonized Marxism has come to an end, the present situation of philosophy in Hungary might be characterized as pluralistic and colourful. The academic, educational and institutional structure of philosophy, as well as the situation concerning the publication of journals and books has changed equally. In general, each of the relevant philosophical trends has gained its representation, significant individual and collective achievements have been reached, and we have also witnessed the rise of a new philosophical generation. (...) Though not as dominanting, philosophy has been integrated into Hungarian intellectual and public life. By now it is not regarded an isolated domain of knowledge as it was before. (shrink)

Spatio-temporal logic is a variant of branching temporal logic where one of the so-called causal relations on spacetime plays the role of a time flow. Allowing only rational numbers as space and time co-ordinates, we prove that a first-order spatio-temporal theory over this flow is recursively enumerable if and only if the dimension of spacetime does not exceed 2. The situation is somewhat different compared to the case of real co-ordinates, because we establish that even dimension 2 does not permit (...) recursive enumerability in this case. The proof of the result on rational spacetime involves a more deeper portion of spacetime geometry than the corresponding, more evident result for the real co-ordinates. (shrink)

We show that the usual axiom system of quasi polyadic equality algebras is strongly redundant. Then, so called non‐commutative quasi‐polyadic equality algebras are introduced (), in which, among others, the commutativity of cylindrifications is dropped. As is known, quasi‐polyadic equality algebras are not representable in the classical sense, but we prove that algebras in are representable by quasi‐polyadic relativized set algebras, or more exactly by algebras in.

A new structure, called pseudo equality algebras, will be introduced. It has a constant and three connectives: a meet operation and two equivalences. A closure operator will be introduced in the class of pseudo equality algebras; we call the closed algebras equivalential. We show that equivalential pseudo equality algebras are term equivalent with pseudo BCK-meet-semilattices. As a by-product we obtain a general result, which is analogous to a result of Kabziński and Wroński: we provide an equational characterization for the equivalence (...) operations of pseudo BCK-meet-semilattices. Our result treats a much more general algebraic structure, namely, pseudo BCK-meet-semilattice instead of Heyting algebras, on the other hand, we also need to use the meet operation. Finally, we prove that the variety of pseudo equality algebras is a subtractive, 1-regular, arithmetical variety. (shrink)

Cylindric set algebras are algebraizations of certain logical semantics. The topic surveyed here, i.e. probabilities defined on cylindric set algebras, is closely related, on the one hand, to probability logic (to probabilities defined on logical formulas), on the other hand, to measure theory. The set algebras occuring here are associated, in particular, with the semantics of first order logic and with non-standard analysis. The probabilities introduced are partially continous, they are continous with respect to so-called cylindric sums.

The United Nations human rights system has in recent years been divided on the question as to whether coercive care interventions, including coercive psychiatric care, can ever be justified under UN human rights standards. Some within the UN human rights community hold that coercive care can comply with human rights standards, provided that the coercive intervention is a necessary and proportionate means to achieve certain approved aims, and that appropriate legal safeguards are in place. Others have held that coercive care (...) is never justified. Disagreement over this issue has produced an impasse in the UN human rights system. We survey the impasse with particular attention to the legal arguments that inform the divergent positions. In doing so we introduce a distinction among a variety of different ‘abolitionist’ positions regarding coercive care, and draw a distinction between ‘non-consensual’ and ‘coercive’ treatment. We conclude with three proposals for moving beyond the current impasse. (shrink)

It is shown that, under certain conditions, a subset of the graph of a commutative residuated chain is invariant under a geometric reflection. This result implies that a certain part of the graph of the monoidal operation of a commutative residuated chain determines another part of the graph via the reflection on one hand, and tells us about the structure of continuity points of the monoidal operation on the other. Finally, these results are applied for the subdomains of uniqueness problem, (...) yielding new results. (shrink)

Under poor circumstances, co-residence of a grandmother is generally considered to be beneficial for children. Empirical evidence does not unequivocally support this expectation and suggests that the grandmother’s importance depends on the family’s circumstances. We study the relationship between grandmother’s co-residence and children’s schooling in sub-Saharan Africa under a broad range of circumstances. Results make clear that the effect of a co-residing grandmother varies but is almost always positive. Grandmothers over age 60 are most effective in helping their children. They (...) are particularly important for girls, and when the mother is deceased or not living in the household. Grandmothers are less effective in situations with few opportunities, as in very poor regions or in communities with few schooling opportunities. Our findings indicate that providing support to grandmothers should not be overlooked when designing policies aimed at strengthening the position of women and children in the sub-Saharan African context. (shrink)

This paper addresses the always online behavior of the data owner in proxy re- encryption schemes for re-encryption keys issuing. We extend and adapt multi-authority ciphertext policy attribute based encryption techniques to type-based proxy re-encryption to build our solution. As a result, user authentication and user authorization are moved to the cloud server which does not require further interaction with the data owner, data owner and data users identities are hidden from the cloud server, and re-encryption keys are only issued (...) to legitimate users. An in depth analysis shows that our scheme is secure, flexible and efficient for mobile cloud computing. (shrink)

It is known that every α-dimensional quasi polyadic equality algebra (QPEA α ) can be considered as an α-dimensional cylindric algebra satisfying the merrygo- round properties . The converse of this proposition fails to be true. It is investigated in the paper how to get algebras in QPEA from algebras in CA. Instead of QPEA the class of the finitary polyadic equality algebras (FPEA) is investigated, this class is definitionally equivalent to QPEA. It is shown, among others, that from every (...) algebra in a β-dimensional algebra can be obtained in QPEA β where , moreover the algebra obtained is representable in a sense. (shrink)

(1996). Integration and disintegration trends in European agriculture. The European Legacy: Vol. 1, Fourth International Conference of the International Society for the study of European Ideas, pp. 479-484.

Internal sets and the Boolean algebras of the collection of the internal sets are of central importance in non-standard analysis. Boolean algebras are the algebraization of propositional logic while the logic applied in non-standard analysis (in non-standard stochastics) is the first order or the higher order logic (type theory). We present here a first order logic algebraization for the collection of internal sets rather than the Boolean one. Further, we define an unusual probability on this algebraization.

If the language is extended by new individual variables, in classical first order logic, then the deduction system obtained is a conservative extension of the original one. This fails to be true for the logics with infinitary predicates. But it is shown that restricting the commutativity of quantifiers and the equality axioms in the extended system and supposing the merry-go-round property in the original system, the foregoing extension is already conservative. It is shown that these restrictions are crucial for an (...) extension to be conservative. The origin of the results is algebraic logic. (shrink)

There is an extensive literature related to the algebraization of first‐order logic. But the algebraization of full second‐order logic, or Henkin‐type second‐order logic, has hardly been researched. The question arises: what kind of set algebra is the algebraic version of a Henkin‐type model of second‐order logic? The question is investigated within the framework of the theory of cylindric algebras. The answer is: a kind of cylindric‐relativized diagonal restricted set algebra. And the class of the subdirect products of these set algebras (...) is the algebraization of Henkin‐type second‐order logic. It is proved that the algebraization of a complete calculus of the Henkin‐type second‐order logic is a class of a kind of diagonal restricted cylindric algebras. Furthermore, the connection with the non‐standard enlargements of standard complete second‐order structures is investigated. (shrink)