Any deviation of speed in a traffic flow from a speed limit represents a potential risk of traffic accidents, so speed management appears as an imperative. However, an inadequately set speed limit often causes drivers’ noncompliance to it in the conditions of real traffic flow. By determining the value of exceeding the speed limit according to vehicle classes, it is possible to recommend a credible speeding value that can be considered credible up to a value above the speed limit. In (...) this paper, deterministic multistep mathematical models of speed deviation from the speed limit as a function of longitudinal gradient for the proposed vehicle classes were developed. A total of 11 measuring sections with different traffic flow types were analyzed. Based on a detailed analysis of speeding, models for the deviation of the 15th, 50th, and 85th percentiles were obtained, with the aim of adjusting the credible deviation to control measures. The results obtained in this study were compared with a survey of traffic flow speeding on two-lane roads conducted in Serbia. (shrink)

The Quantified argument calculus (Quarc) has received a lot of attention recently as an interesting system of quantified logic which eschews the use of variables and unrestricted quantification, but nonetheless achieves results similar to the Predicate calculus (PC) by employing quantifiers applied directly to predicates instead. Despite this noted similarity, the issue of the relationship between Quarc and PC has so far not been definitively resolved. We address this question in the present paper, and then expand upon that result. Utilizing (...) recent developments in structural proof theory, we develop a G3-style sequent calculus for Quarc and briefly demonstrate its structural properties. We put these properties to use immediately to construct direct proofs of the meta-theoretical properties of the system. We then incorporate an abstract (and, as we shall see, logical) predicate into the system in a way that preserves all the structural properties. This allows us to identify a system of Quarc which is deductively equivalent to PC, and also yields a constructive method of demonstrating the Craig interpolation theorem (which speaks in favor of the aforementioned predicate being logical). We further generalize this extension to develop a bivalent system of Quarc with defining clauses that still maintains all the desirable properties of a good proof system. (shrink)

Free logics is a family of first-order logics which came about as a result of examining the existence assumptions of classical logic. What those assumptions are varies, but the central ones are that the domain of interpretation is not empty, every name denotes exactly one object in the domain and the quantifiers have existential import. Free logics usually reject the claim that names need to denote in, and of the systems considered in this paper, the positive free logic concedes that (...) some atomic formulas containing non-denoting names are true, while negative free logic rejects even the latter claim. Inclusive logics, which reject, are likewise considered. These logics have complex and varied axiomatizations and semantics, and the goal of this paper is to present an orderly examination of the various systems and their mutual relations. This is done by first offering a formalization, using sequent calculi which possess all the desired structural properties of a good proof system, including admissibility of contraction and cut, while streamlining free logics in a way no other approach has. We then present a simple and unified system of abstract semantics, which allows for a straightforward demonstration of the meta-theoretical properties, and offers insights into the relationship between different logics. The final part of this paper is dedicated to extending the system with modalities by using a labeled sequent calculus, and here we are again able to map out the different approaches and their mutual relations using the same framework. (shrink)

ABSTRACT This article is about three bodies of visual work that raise questions of cultural belonging, hybridity, and memory. I use languages of printmaking, drawing, photography, and poetry to creatively trace processes of memory of place and meanings we make with it. In Migrant Universe, drawings function as rearrangeable continua of maps, landscapes, and portraits of memory and identity. Catalogue of Silence, an installation of photographs, an essay, and poems about the state of cultural institutions in my native city of (...) Sarajevo, is an elegy for what has been irretrievably lost as well as a testament of hope that the city will rebound and be, as it was in the past, a fertile ground for new ways of cultural thriving. In Beginnings and Endings, a series of etchings, images culled from science, explosion traces, and comic book speech bubbles are placed on liquid and unsteady ground, invaded by fungi, functioning as icons of precarity: the loss and the promise of it. In this precipitous moment in human history, in American history, what can we learn about our survival as a species, and a global civilization, from the stories of migrants, seeds, and mushrooms? (shrink)

This note is a generalization and improved interpretation of the main result of Karni and Schmeidler. A decision-maker is supposed to possess a preference relation on acts and another preference relation on state-prize lotteries, both of which are assumed to satisfy the von Neumann–Morgenstern axioms. In addition, the two preference relations restricted to a state of nature are assumed to agree. We show that these axioms are necessary and sufficient for the existence of subjective expected utility over acts with state-dependent (...) utility functions and a subjective probability measure. This subjective probability measure is unique when conditioned on the set of states of nature in which not all the prizes are equally desirable. (shrink)

This paper extends the investigations into logical properties of the quantified argument calculus (Quarc) by suggesting a series of proper subsystems which, although retaining the entire vocabulary of Quarc, restrict quantification in such a way as to make the result decidable. The proof of decidability is via a procedure that prunes the infinite branches of a derivation tree in what is a syntactic counterpart of semantic filtration. We demonstrate an application of one of these systems by showing that Aristotle’s assertoric (...) syllogistic is embeddable within, thus also providing another method of showing its decidability. (shrink)

Festschrift for Ē. Ḍī. Pī. Kalansūriya, Sri Lankan philosopher; contributed articles on Buddhist philosophy and Sri Lankan history.

In the presence of incomplete risk attitudes, choices between noncomparable risky prospects are random. A random choice model advanced by Karni, 2021) includes the hypothesis that choices among noncomparable risky prospects are prompted by signals drawn from personal distributions. This paper introduces a scheme designed to elicit subjects’ assessments of their personal likelihoods of choices among noncomparable risky prospects and describes experiments designed to test the aforementioned hypothesis.

Aprender Matemática na escola é deparar-se com um mundo de conceitos que envolvem leitura e compreensão, tanto da linguagem natural como da linguagem matemática. Muitas vezes, os componentes curriculares, a Língua Portuguesa e a Matemática não dialogam. A resolução de problemas parece ser um dos pontos críticos na Matemática escolar. Este artigo aproxima esses componentes de forma a buscar estratégias para uma aprendizagem efetiva.

This paper introduces a logic game which can be used to demonstrate the working of Boolean connectives. The simplicity of the system turns out to lead to some interesting meta-theoretical properties, which themselves carry a philosophical import. After introducing the system, we demonstrate an interesting feature of it—that it, while being an accurate model of propositional logic Booleans, does not contain any tautologies nor contradictions. This result allows us to make explicit a limitation of application of propositional logic to those (...) sentences with relatively stable truth values. (shrink)

This article investigates the proof theory of the Quantified Argument Calculus as developed and systematically studied by Hanoch Ben-Yami [3, 4]. Ben-Yami makes use of natural deduction, we, however, have chosen a sequent calculus presentation, which allows for the proofs of a multitude of significant meta-theoretic results with minor modifications to the Gentzen’s original framework, i.e., LK. As will be made clear in course of the article LK-Quarc will enjoy cut elimination and its corollaries.

The relative rate of success of parliamentary vs. governmental legislative initiative is quite different. The examination of one, resp. two full legislative term, for amendments, resp. bills introduced, shows thatparliamentary legislative initiative by far exceeds «regular» governmental initiative : in a ratio of 3 to 1 for bills, and of 4 to 1 for amendments. But the results are almost inverse : governmental initiative accounts for 76 % of the bills, and for 67 % of the amendments eventually voted. The (...) government succeeds in «pushing through» more than 90 % of its own initiatives, whereas parliamentary initiative hardly obtains an overall 10 % realization score. In an interrogative manner, the conclusion pointsto a few elements that may account for this situation. (shrink)

The article describes and analyzes the basic principles and approaches of using the project methodology in teaching spoken English to students. The analysis has identified the basic provisions of the fundamental principles and approaches on which the process of developing a project methodology for teaching students' conversational speech is based.

All of the major themes of Edmund Husserl's phenomenology, from the Logical Investigations to The Crisis of the European Sciences, are investigated from a critical point of view by James M. Edie. The philosophy of logic is considered insofar as it relates to the phenomenological and transcendental foundation of logic itself. Transcendental logic is studied with reference to both the formal logic of Aristotle and Leibniz and the dialectical logic of Hegel. Edie considers Husserl's theories of meaning and reference, intentionality, (...) the distinction between perceptual and eidetic intuition, the notion of the ideality of meaning, the laws of objectivity in general, and formal and material ontology, as well as Husserl's reinterpretation of the apriori. (shrink)

This is a study of all the recent literature on william james written from a phenomenological perspective with the purpose of showing that william james made fundamental contributions to the phenomenological theory of the intentionality of consciousness, To the phenomenological theory of self-Identity, And to the phenomenological conception of noetic freedom as the basic concept of ethical theory.

Provides an overview of the complex history of the secular tradition of science and its interactions with religions and spiritual traditions.

RESUMO De acordo com Bakhtin, o dialogismo polifônico, um princípio geral para que haja um avanço de conhecimento, é bem representado no romance literário e mais comumente em narrativas, nas quais diferentes “vozes” podem ser expressas. Assim, neste artigo analisamos narrativas baseadas em imagens e construídas por trinta crianças, entre 5 e 8 anos de idade, falantes de francês, narrativas essas produzidas antes e depois de uma conversa sobre as causas dos eventos. As análises tiveram como foco a habilidade das (...) crianças de fazer diferentes vozes serem ouvidas, particularmente as vozes dos personagens, as quais as crianças fizeram ser ouvidas não apenas por meio do discurso direto e indireto, mas também por meio de expressões dos seus estados interiores, como crenças, intenções e sentimentos. Os resultados mostram tanto um desenvolvimento da habilidade das crianças de fazer com que essas vozes sejam ouvidas em suas narrativas, quanto um papel facilitador da troca conversacional em suas expressões. Argumentamos que esses resultados dão suporte para se considerar o lugar central que o diálogo ocupa no panorama geral da abordagem bakhtiniana. (shrink)

Festschrift for Ē. Ḍī. Pī. Kalansūriya, Sri Lankan philosopher; contributed articles on Buddhist philosophy and Sri Lankan history.

On Islamic doctrine, teachings and its practice.

Free logics are a family of first-order logics which came about as a result of examining the existence assumptions of classical logic (Hintikka _The Journal of Philosophy_, _56_, 125–137 1959 ; Lambert _Notre Dame Journal of Formal Logic_, _8_, 133–144 1967, 1997, 2001 ). What those assumptions are varies, but the central ones are that (i) the domain of interpretation is not empty, (ii) every name denotes exactly one object in the domain and (iii) the quantifiers have existential import. Free (...) logics reject the claim that names need to denote in (ii). _Positive_ free logic concedes that some atomic formulas containing non-denoting names (including self-identity) are true, _negative_ free logic treats them as uniformly false, and _neutral_ free logic as taking a third value. There has been a renewed interest in analyzing proof theory of free logic in recent years, based on intuitionistic logic in Maffezioli and Orlandelli (_Bulletin of the Section of Logic_, _48_(2), 137–158 2019 ) as well as classical logic in Pavlović and Gratzl (_Journal of Philosophical Logic_, _50_, 117–148 2021 ), there for the positive and negative variants. While the latter streamlines the presentation of free logics and offers a more unified approach to the variants under consideration, it does not cover neutral free logic, since there is some lack of both clear formal intuitions on the semantic status of formulas with empty names, as well as a satisfying account of the conditional in this context. We discuss extending the results to this third major variant of free logics. We present a series of G3 sequent calculi adapted from Fjellstad (_Studia Logica_, _105_(1), 93–119 2017, _Journal of Applied Non-Classical Logics_, _30_(3), 272–289 2020 ), which possess all the desired structural properties of a good proof system, including admissibility of contraction and all versions of the cut rule. At the same time, we maintain the unified approach to free logics and moreover argue that greater clarity of intuitions is achieved once neutral free logic is conceptualized as consisting of two sub-varieties. (shrink)

Gödel's Theorem is often used in arguments against machine intelligence, suggesting humans are not bound by the rules of any formal system. However, Gödelian arguments can be used to support AI, provided we extend our notion of computation to include devices incorporating random number generators. A complete description scheme can be given for integer functions, by which nonalgorithmic functions are shown to be partly random. Not being restricted to algorithms can be accounted for by the availability of an arbitrary random (...) function. Humans, then, might not be rule-bound, but Gödelian arguments also suggest how the relevant sort of nonalgorithmicity may be trivially made available to machines. (shrink)

Atheists, conservative theists, and religious liberals often read the history of science in ways that support their own position. Atheists expect continual mutual support between science and nonbelief, conservatives emphasize theistic metaphysical foundations for science; and liberals find a historical development toward separate spheres for science and religion. The rise of science was more complicated than anticipated by any of these stories. Atheism and science have usually developed almost independently, with weak connections. Today, the naturalism of modern scientific descriptions of (...) the world is consonant with an atheistic position. But even now, significant tensions between science and atheism remain. (shrink)