t. 1. [no assigned title] -- t. 2. Dialektiko-logicheskie print︠s︡ipy postroenii︠a︡ teorii -- t. 3. Dialektika aktivnosti v nauchnom poznanii -- t. 4. Dialekticheskai︠a︡ logika, obshchie problemy, kategorii sfery neposredstvennogo -- t. 5. Dialektika Kanta -- t. 6. Filosofii︠a︡ i logika Gegeli︠a︡.

This paper investigates the development of dialectical concepts about the universe, being, metaphysics, scientific methods, and the knowledge of philosophers. The methods it uses are mainly theoretical and empirical methods, such as analysis and synthesis. Within the boundaries of the designated topic, it offers a systematic analysis of the historical periodization of Arab Muslim philosophy from the eighth century to the twentieth. The paper examines the activities of the prominent philosopher and mathematician Abu Nasr Muhammad ibn Muhammad al-Farabi, showing the (...) circumstances of his borrowing certain forms, concepts, and structures from ancient Greek philosophers. The paper's main conclusion is that al-Farabi is a Second Teacher in modern philosophy, meaning the continuation in his works of the search for a scientific approach to the study of various forms of being. (shrink)

Three major phases can be distinguished in the history of the development of science. During the first phase, science had almost no link with production, craft, existed within philosophy and was considered to be elite activity. The radical change in the development of science occurs in the new time, when science having separated from philosophy becomes an independent area of knowledge. Science of new time not only discovers the laws of nature, it exists in close relation with production, and to (...) some extent represents a basis for production. In this respect, the machine based production had a major impact. The next radical change in the development of science and its relations with production starts with technical revolution, which is of principal significance for both development of a man and for the understanding of the nature and concept of science. The most important value of technical revolution consists in its substantive impact on the nature of science and the change of its essential definitions and characteristics. In the context of technical revolution, a radical change occurs in the relation between science and production. In the modern automated production, science as a concentrated expression of laws directly merges with production, i.e. science itself becomes a direct productive force. A radical change occurs also in the nature of science. In the context of technical revolution, science transforms from a form of knowledge into the unity of science and activity, and an organic merger of science and production occurs. (shrink)

BackgroundPreprint usage is growing rapidly in the life sciences; however, questions remain on the relative quality of preprints when compared to published articles. An objective dimension of quality that is readily measurable is completeness of reporting, as transparency can improve the reader’s ability to independently interpret data and reproduce findings.MethodsIn this observational study, we initially compared independent samples of articles published in bioRxiv and in PubMed-indexed journals in 2016 using a quality of reporting questionnaire. After that, we performed paired comparisons (...) between preprints from bioRxiv to their own peer-reviewed versions in journals.ResultsPeer-reviewed articles had, on average, higher quality of reporting than preprints, although the difference was small, with absolute differences of 5.0% [95% CI 1.4, 8.6] and 4.7% [95% CI 2.4, 7.0] of reported items in the independent samples and paired sample comparison, respectively. There were larger differences favoring peer-reviewed articles in subjective ratings of how clearly titles and abstracts presented the main findings and how easy it was to locate relevant reporting information. Changes in reporting from preprints to peer-reviewed versions did not correlate with the impact factor of the publication venue or with the time lag from bioRxiv to journal publication.ConclusionsOur results suggest that, on average, publication in a peer-reviewed journal is associated with improvement in quality of reporting. They also show that quality of reporting in preprints in the life sciences is within a similar range as that of peer-reviewed articles, albeit slightly lower on average, supporting the idea that preprints should be considered valid scientific contributions. (shrink)

In this paper, we rigorously prove the existence of type-level ordered pairs in Quine’s New Foundations with atoms, augmented by the axiom of infinity and the axiom of choice (NFU + Inf + AC). The proof uses the cardinal squaring principle; more precisely, its instance for the (infinite) universe (VCSP), which is a theorem of NFU + Inf + AC. Therefore, we have a justification for proposing a new axiomatic extension of NFU, in order to obtain type-level ordered pairs almost (...) from the beginning. This axiomatic extension is NFU + Inf + AC + VCSP, which is equivalent to NFU + Inf + AC, but easier to reason about. (shrink)

The main feature of NF/NFU is the notion of stratification, which sets it apart from other set theories. We define stratification and prove constructively that every stratified formula has the (unique) least assignment of types. The basic notion of stratification is concerned only with variables, but we extend it to abstraction terms in order to simplify further development. We reflect on nested abstraction terms, proving that they get the expected types. These extensions enable us to check whether some complex formula (...) is stratified without rewriting it in the basic language. We also introduce natural numbers and a variant of the axiom of infinity, in order to precisely introduce type level ordered pairs, which are crucial in simplifying the definitions in the last part of the article. Using these notions we can easily define the sets of ordinal and cardinal numbers, which we show at the end of the article. The same approach can be readily applied to NF. (shrink)

The filtration method is often used to prove the finite model property of modal logics. We adapt this technique to the generalized Veltman semantics for interpretability logics. In order to preserve the defining properties of generalized Veltman models, we use bisimulations to define adequate filtrations. We give an alternative proof of the finite model property of interpretability logic with respect to Veltman models, and we prove the finite model property of the systems and with respect to generalized Veltman models.

A possibility of defining logical constants within abstract logical frameworks is discussed, in relation to abstract definition of logical consequence. We propose using duals as a general method of applying the idea of invariance under replacement as a criterion for logicality.

A phenomenon is that which appears. In his phenomenology, Jean-Luc Marion shows how a phenomenon that appears in and out of itself evades the metaphysical demand of grounding. Classical philosophy has acknowledged phenomena only in so far as they can be sanctioned by the concepts of the intellect. This holds good also of Husserl’s constitutive ego. Now, Marion distinguishes between such intuitively “poor phenomena” and the “saturated phenomena” that exceed the intentional consciousness; they are given not by the consciousness but (...) to the consciousness in an excess of intuition. This “gift of appearance” is Marion’s main concern, in the visible in general, and in painting in particular. But whereas idols only reflect our own desire to see and to be seen, icons surprise us by the gaze the saint directs on us. A picture is the scene of a possible revelation; and the revelation is nothing but the phenomenon taken in its fullest meaning: intuitive saturation at its maximum. A crucial question, nonetheless, remains: What is the relation between revelation as a phenomenological possibility, and Revelation as a theological dogma of the utmost importance? (shrink)

Formalizing commonsense knowledge for reasoning about time has long been a central issue in AI. It has been recognized that the existing formalisms do not provide satisfactory solutions to some fundamental problems, viz. the frame problem. Moreover, it has turned out that the inferences drawn do not always coincide with those one had intended when one wrote the axioms. These issues call for a well-defined formalism and useful computational utilities for reasoning about time and change. Yoav Shoham of Stanford University (...) introduced in his 1986 Yale doctoral thesis an appealing temporal nonmonotonic logic and identified a class of theories, causal theories, which have computationally simple model-theoretic properties. This paper is a study towards building upon Shoham's work on causal theories. We concentrate on improving computational aspects of causal theories while preserving their model-theoretic properties. (shrink)

A class of Kripke models is modally definable if there is a set of modal formulas such that the class consists exactly of models on which every formula from that set is globally true. In this paper, a class is also considered definable if there is a set of formulas such that it consists exactly of models in which every formula from that set is satisfiable. The notion of modal definability is then generalized by combining these two. For thus obtained (...) types of modal definability on the level of Kripke models, we give characterization theorems in the usual form, in terms of algebraic closure conditions. As some consequences of these, various preservation results are presented. Also, some characterizations are strengthened by replacing closure under ultraproducts with closure under ultrapowers. (shrink)

We extend causal theories and study actions in domains involving multiple agents. Causal theories, invented by Yoav Shoham, are based on a temporal nonmonotonic logic and have computationally tractable aspects. Since Shoham's formalism does not provide an adequate mechanism for representing simultaneous actions and specifying their consequences, we introduce the notion of counteractions while preserving the efficiency and model-theoretic properties of causal theories.

New Foundations with Urelements (NFU) is a theory that extends Quine’s original theory (New Foundations) by adding “urelements” (atoms). It was discovered by Jensen in 1969, who proved that NFU is relatively consistent with Peano arithmetic and consequently with Zermelo–Fraenkel set theory (ZF). Jensen’s proof is rather hard to follow, so Boffa introduced a more straightforward method of constructing models for NFU from a model of ZF. However, Boffa’s presentation of his construction is extremely terse with many essential details omitted, (...) since he probably only wanted to emphasize the differences from Jensen’s construction. Our main goal is to elaborate on this construction in great detail, and also to prove that the said construction yields some results that are either not present in the contemporary literature, or are accepted as true at face value. Namely, besides proving that this construction gives a model for NFU, we will also use it to define models for NFU with the Axiom of Infinity, NFU with the Axiom of Choice, and NFU with both of those axioms. (shrink)

In recent years there has been an increasing interest in museum studies in exhibitions on what is termed Difficult Matters —such as rape and mass murder—and how such exhibitions may evoke ethical change. This raises the question about the conditions on which such exhibitions can lead to an ethical change. By developing a conceptual framework this article contributes to museum studies on Difficult Matters demonstrating how vulnerability can work as a key concept in a relational pedagogical understanding of the conditions (...) for ethical change. Inspired by feminist ethics the article suggests that there is an “ambivalent potentiality” of the concept of vulnerability and forwards a double perspective on vulnerability as condition: vulnerability is inherent to the human condition and always situational. From this point of departure vulnerability is fleshed out as a key concept in museum pedagogy via pedagogical thinkers inspired by the philosopher Emmanuel Lévinas’ ethics. Concepts like heteronomy, incarnation, Face and Saying/Said are introduced to define vulnerability and the relation between exhibition and visitor is defined as a teaching–learning relation conditioned by vulnerability. Vulnerability is defined as openness to an encounter with the Other as being different, which is conditional of an ethical transformation of existing perceptions of self, others and the world. Finally, inspired by feminist philosophy a norm critical is introduced. It is argued that displaying Difficult Matters in order to evoke an ethical transformation museum professionals need consider critically the norms of vulnerability at play in particular situations. On this basis, the concept of vulnerability can serve as a lever for discussions on the pedagogy of exhibitions on Difficult Matters and the ethical responsibility of museum professionals in public museums in this regard. (shrink)

We can formalize judgments as logical formulas. Judgment aggregation deals with judgments of several agents, which need to be aggregated to a collective judgment. There are several logical formalizations of judgment aggregation. This paper focuses on a modal formalization which nicely expresses classical properties of judgment aggregation rules and famous results of social choice theory, like Arrow’s impossibility theorem. A natural deduction system for modal logic of judgment aggregation is presented in this paper. The system is sound and complete. As (...) an example of derivation, a formal proof of Arrow’s impossibility theorem is given. (shrink)

After a review of situation theory and previous attempts at 'computational' situation theory, we present a new programming environment, BABY-SIT, which is based on situation theory. We then demonstrate how problems requiring formal temporal reasoning can be solved in this framework. Specifically, the Yale Shooting Problem, which is commonly regarded as a canonical problem for nonmonotonic temporal reasoning, is implemented in BABY-SIT using Yoav Shoham's causal theories.

Recently, there have been some attempts towards developing programming languages based on situation theory. These languages employ situation-theoretic constructs with varying degrees of divergence from the ontology of the theory. In this paper, we review three of these programming languages.

Serious thinking about the computational aspects of situation theory is just starting. There have been some recent proposals in this direction (viz. PROSIT and ASTL), with varying degrees of divergence from the ontology of the theory. We believe that a programming environment incorporating bona fide situation-theoretic constructs is needed and describe our very recent BABY-SIT implementation. A detailed critical account of PROSIT and ASTL is also offered in order to compare our system with these pioneering and influential frameworks.

While situation theory and situation semantics provide an appropriate framework for a realistic model-theoretic treatment of natural language, serious thinking on their 'computational' aspects has just started. Existing proposals mainly offer a Prolog- or Lisp-like programming environment with varying degrees of divergence from the ontology of situation theory. In this paper, we introduce a computational medium (called BABY-SIT) based on situations. The primary motivation underlying BABY-SIT is to facilitate the development and testing of programs in domains ranging from linguistics to (...) artificial intelligence in a unified framework built upon situation-theoretic constructs. (shrink)

Situation theory has been developed over the last decade and various versions of the theory have been applied to a number of linguistic issues. However, not much work has been done in regard to its computational aspects. In this paper, we review the existing approaches towards 'computational situation theory' with considerable emphasis on our own research.

While situation theory and situation semantics provide an appropriate framework for a realistic model-theoretic treatment of natural language, serious thinking on their 'computational' aspects has only recently started. Existing proposals mainly offer a Prolog- or Lisp-like programming environment with varying degrees of divergence from the ontology of situation theory. In this paper, we introduce a computational medium (called BABY-SIT) based on situations. The primary motivation underlying BABY-SIT is to facilitate the development and testing of programs in domains ranging from linguistics (...) to artificial intelligence in a unified framework built upon situation-theoretic constructs. (shrink)

We describe a novel approach to the analysis of pronominal anaphora in Turkish. A computational medium which is based on situation theory is used as our implementation tool. The task of resolving pronominal anaphora is demonstrated in this environment which employs situation-theoretic constructs for processing.

This note follows up an earlier paper in which a possibility of defining logical constants within abstract logical frameworks was discussed, by using duals as a general method of applying the idea of invariance under replacement as a criterion for logicality. In the present note, this approach is applied to the discussion on logicality of generalized quantifiers. It is demonstrated that generalized quantifiers are logical constants by this criterion.