Results for ' Programmable array logic'

936 found
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  1.  13
    Field-Programmable Gate Arrays.Stephen D. Brown, Robert J. Francis, Jonathan Rose & Zvonko G. Vranesic - 2012 - Springer.
    Field-Programmable Gate Arrays (FPGAs) have emerged as an attractive means of implementing logic circuits, providing instant manufacturing turnaround and negligible prototype costs. They hold the promise of replacing much of the VLSI market now held by mask-programmed gate arrays. FPGAs offer an affordable solution for customized VLSI, over a wide variety of applications, and have also opened up new possibilities in designing reconfigurable digital systems. Field-Programmable Gate Arrays discusses the most important aspects of FPGAs in a textbook (...)
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  2.  6
    Combinational and Sequential Logic: A Hands-on Approach Using Programmable Logic.Martin Rice - 2001
    Rice Combinational and Sequential Logic This text provides a guide to combinational and sequential logic, introducing students to the basic concepts then progressing to HND/first year undergraduate level. It has a highly practical emphasis, enabling the reader to simulate, build and test the circuits discussed in the text. Electronics Workbench files are provided for simulation, while easy-to-use XPLA software and specially designed hardware encourage the reader to build and test the circuits using programmable logic. The text (...)
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  3. A Methodology of Partitioning and Mapping for Given Regular Arrays with Lower Dimension.X. Chen & G. M. Megson - 1993 - University of Newcastle Upon Tyne, Computing Science.
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  4.  27
    Unfolding the Layers of Mind and World: Wellner’s Posthuman Digital Imagination.Melinda Campbell - 2022 - Foundations of Science 27 (4):1371-1380.
    Galit Wellner’s exploration of new kinds of digital technologies employing AI algorithms that simulate features and functions of the human imagination leads her to propose a conceptual analysis of the imagination as a composite of perception and memory. Wellner poses the question of whether the output of such technological applications might be regarded as not merely simulating creative activity but as truly imaginative in their own right. Wellner concludes with a qualified “no.” The use of AI algorithms in conjunction with (...)
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  5.  39
    The Epistemological Consequences of Artificial Intelligence, Precision Medicine, and Implantable Brain-Computer Interfaces.Ian Stevens - 2024 - Voices in Bioethics 10.
    ABSTRACT I argue that this examination and appreciation for the shift to abductive reasoning should be extended to the intersection of neuroscience and novel brain-computer interfaces too. This paper highlights the implications of applying abductive reasoning to personalized implantable neurotechnologies. Then, it explores whether abductive reasoning is sufficient to justify insurance coverage for devices absent widespread clinical trials, which are better applied to one-size-fits-all treatments. INTRODUCTION In contrast to the classic model of randomized-control trials, often with a large number of (...)
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  6.  41
    Logical Necessity and the Strong Programme for the Sociology of Knowledge.Angus Gellatly - 1980 - Studies in History and Philosophy of Science Part A 11 (4):325.
  7. Husserl and the Programme of a Wissenschaftslehre in the Logical Investigations.Denis Fisette - 2003 - In Husserl's Logical investigations reconsidered. Boston: Kluwer Academic Publishers. pp. 47-70.
    My working hypothesis is based on the project of a theory of science (Wissenschaftslehre) at the very beginning of the Prolegomena and it consists in conceiving this theory of science as the program which insures their cohesion to the whole of the Investigations in this work. In order to test this hypothesis, I will first examine the different steps which led to the project of a theory of science in the pre-phenomenological period. I will secondly expound the guidelines of the (...)
     
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  8. Einstein Versus Lorentz: Research Programmes and the Logic of Comparative Theory Evaluation.Kenneth F. Schaffner - 1974 - British Journal for the Philosophy of Science 25 (1):45-78.
  9. From the logic of mathematical discovery to the methodology of scientific research programmes.Zheng Yuxin - 1990 - British Journal for the Philosophy of Science 41 (3):377-399.
  10. The Friedman—Sheard programme in intuitionistic logic.Graham E. Leigh & Michael Rathjen - 2012 - Journal of Symbolic Logic 77 (3):777-806.
    This paper compares the roles classical and intuitionistic logic play in restricting the free use of truth principles in arithmetic. We consider fifteen of the most commonly used axiomatic principles of truth and classify every subset of them as either consistent or inconsistent over a weak purely intuitionistic theory of truth.
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  11. Wittgenstein's Programme of a New Logic.Timm Lampert - 2007 - In Lampert Timm (ed.), Contributions of the Austrian Wittgenstein Society 07. pp. 125-128.
    The young Wittgenstein called his conception of logic “New Logic” and opposed it to the “Old Logic”, i.e. Frege’s and Russell’s systems of logic. In this paper the basic objects of Wittgenstein’s conception of a New Logic are outlined in contrast to classical logic. The detailed elaboration of Wittgenstein’s conception depends on the realization of his ab-notation for first order logic.
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  12.  30
    'Heuristic Power'and the 'Logic of Scientific Discovery': Why the Methodology of Scientific Research Programmes is Less Than Half of the Story.John Worrall - 2002 - In G. Kampis, L: Kvasz & M. Stöltzner (eds.), Appraising Lakatos: Mathematics, Methodology and the Man. Kluwer Academic Publishers. pp. 85--100.
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  13.  15
    The combinatory programme.Erwin Engeler (ed.) - 1994 - Boston: Birkhäuser.
    Combinatory logic started as a programme in the foundation of mathematics and in an historical context at a time when such endeavours attracted the most gifted among the mathematicians. This small volume arose under quite differ ent circumstances, namely within the context of reworking the mathematical foundations of computer science. I have been very lucky in finding gifted students who agreed to work with me and chose, for their Ph. D. theses, subjects that arose from my own attempts 1 (...)
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  14. Tense Logic and Ontology of Time.Avril Styrman - 2021 - Emilio M. Sanfilippo Et Al, Eds., Proceedings of FOUST 2021: 5th Workshop on Foundational Ontology, Held at JOWO 2021: Episode VII The Bolzano Summer of Knowledge, September 11–18, 2021, Bolzano, Italy, CEURWS, Vol. 2969, 2021.
    This work aims to make tense logic a more robust tool for ontologists, philosophers, knowledge engineers and programmers by outlining a fusion of tense logic and ontology of time. In order to make tense logic better understandable, the central formal primitives of standard tense logic are derived as theorems from an informal and intuitive ontology of time. In order to make formulation of temporal propositions easier, temporal operators that were introduced by Georg Henrik von Wright are (...)
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  15.  15
    The logic of fiction: a philosophical sounding of deviant logic.John Hayden Woods - 1974 - The Hague: Mouton.
    John Woods' The Logic of Fiction, now thirty-five years old, is a ground-breaking event in the establishment of the semantics of fiction as a stand-alone research programme in the philosophies of language and logic. There is now a large literature about these matters, but Woods' book retains a striking freshness, and still serves as a convincing template of the treatment options for the field's key problems. The book now appears in a second edition with a new Foreword by (...)
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  16. The gentle strength of tolerance : The logical syntax of language and Carnap's philosophical programme.Richard Creath - 2009 - In Pierre Wagner (ed.), Carnap's Logical syntax of language. New York: Palgrave-Macmillan. pp. 203--214.
  17.  29
    Uniformly Bounded Arrays and Mutually Algebraic Structures.Michael C. Laskowski & Caroline A. Terry - 2020 - Notre Dame Journal of Formal Logic 61 (2):265-282.
    We define an easily verifiable notion of an atomic formula having uniformly bounded arrays in a structure M. We prove that if T is a complete L-theory, then T is mutually algebraic if and only if there is some model M of T for which every atomic formula has uniformly bounded arrays. Moreover, an incomplete theory T is mutually algebraic if and only if every atomic formula has uniformly bounded arrays in every model M of T.
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  18. Twisted logic: puzzles, paradoxes, and big questions.Leighton Vaughan Williams - 2024 - Boca Raton, FL: CRC Press.
    Twisted Logic: Navigating Life's Puzzles, Paradoxes, and Big Questions draws upon an array of popular and novel puzzles and paradoxes to help us understand and navigate our everyday world, as well as engaging with the big questions beyond. It will appeal to all those interested in learning about twisted logic and the ways in which intuition and common sense can sometimes lead us astray. The book is designed for everyone and is accessible to the layman and student (...)
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  19. Logical empiricism and the sociology of knowledge: The case of Neurath and Frank.Thomas E. Uebel - 2000 - Philosophy of Science 67 (3):150.
    Logical Empiricism is commonly regarded as uninterested in, if not hostile to sociological investigations of science. This paper reconstructs the views of Otto Neurath and Philipp Frank on the legitimacy and relevance of sociological investigations of theory choice. It is argued that while there obtains a surprising degree of convergence between their programmatic pronouncements and the Strong Programme, the two types of project nevertheless remain distinct. The key to this differences lies in the different assessment of a supposed dilemma facing (...)
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  20. Explaining Games: The Epistemic Programme in Game Theory.Boudewijn de Bruin - 2010 - Dordrecht, Netherland: Springer.
    Contents. Introduction. 1. Preliminaries. 2. Normal Form Games. 3. Extensive Games. 4. Applications of Game Theory. 5. The Methodology of Game Theory. Conclusion. Appendix. Bibliography. Index. Does game theory—the mathematical theory of strategic interaction—provide genuine explanations of human behaviour? Can game theory be used in economic consultancy or other normative contexts? Explaining Games: The Epistemic Programme in Game Theory—the first monograph on the philosophy of game theory—is an attempt to combine insights from epistemic logic and the philosophy of science (...)
  21.  60
    Array nonrecursiveness and relative recursive enumerability.Mingzhong Cai - 2012 - Journal of Symbolic Logic 77 (1):21-32.
    In this paper we prove that a degree a is array nonrecursive (ANR) if and only if every degree b ≥ a is r.e. in and strictly above another degree (RRE). This result will answer some questions in [ASDWY]. We also deduce an interesting corollary that every n-REA degree has a strong minimal cover if and only if it is array recursive.
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  22.  74
    The Metamathematics–Popperian Epistemology Connection and its Relation to the Logic of Turing's Programme.Jean-Roch Beausoleil - 1989 - British Journal for the Philosophy of Science 40 (3):307-322.
    Turing's programme, the idea that intelligence can be modelled computationally, is set in the context of a parallel between certain elements from metamathematics and Popper's schema for the evolution of knowledge. The parallel is developed at both the formal level, where it hinges on the recursive structuring of Popper's schema, and at the contentual level, where a few key issues common to both epistemology and metamathematics are briefly discussed. In light of this connection Popper's principle of transference, akin to Turing's (...)
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  23. Frontiers of Conditional Logic.Yale Weiss - 2019 - Dissertation, The Graduate Center, City University of New York
    Conditional logics were originally developed for the purpose of modeling intuitively correct modes of reasoning involving conditional—especially counterfactual—expressions in natural language. While the debate over the logic of conditionals is as old as propositional logic, it was the development of worlds semantics for modal logic in the past century that catalyzed the rapid maturation of the field. Moreover, like modal logic, conditional logic has subsequently found a wide array of uses, from the traditional (e.g. (...)
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  24.  10
    Logic and Philosophy.Georg Henrik von Wright (ed.) - 1980 - Dordrecht, Netherland: Springer.
    The Entretiens of the Institut International de Philosophie for 1978 were held in connection with the World Congress of Philosophy in Dusseldorf, from August 27 to September 1. The theme of the Entretiens was Logic and Philosophy. The undersigned, then President of LI.P., was responsible for the planning of the programme. The programme was designed to consist of four sections with the headings Classical and Intuitionist Logic, Modal Logic and its Applications, Inductive Logic and its Applications, (...)
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  25.  40
    Proof and disproof in formal logic: an introduction for programmers.Richard Bornat - 2005 - New York: Oxford University Press.
    Proof and Disproof in Formal Logic is a lively and entertaining introduction to formal logic providing an excellent insight into how a simple logic works. Formal logic allows you to check a logical claim without considering what the claim means. This highly abstracted idea is an essential and practical part of computer science. The idea of a formal system-a collection of rules and axioms, which define a universe of logical proofs-is what gives us programming languages and (...)
  26.  45
    Humpty dumpty, private languages and logic programmers.Tjm Bench-Capon - 1988 - AI and Society 2 (3):271-272.
  27.  22
    Lattice embeddings and array noncomputable degrees.Stephen M. Walk - 2004 - Mathematical Logic Quarterly 50 (3):219.
    We focus on a particular class of computably enumerable degrees, the array noncomputable degrees defined by Downey, Jockusch, and Stob, to answer questions related to lattice embeddings and definability in the partial ordering of c. e. degrees under Turing reducibility. We demonstrate that the latticeM5 cannot be embedded into the c. e. degrees below every array noncomputable degree, or even below every nonlow array noncomputable degree. As Downey and Shore have proved that M5 can be embedded below (...)
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  28.  11
    Other Logics: Alternatives to Formal Logic in the History of Thought and Contemporary Philosophy.Admir Skodo (ed.) - 2014 - Boston: Brill.
    In Other Logics: Alternatives to Formal Logic in the History of Thought and Contemporary Philosophy , edited by Admir Skodo, an array of historical and philosophical chapters decenter the idea of formal logic as the most accurate, timeless, and abstract description of all thought and reasoning.
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  29.  48
    Bolzano's Programme and Abstract Objects.Rolf George - 1997 - Grazer Philosophische Studien 53 (1):167-180.
    Most of the Bolzano literature is exegetical, neglecting, unfortunately, the great potential of his logic as the beginning of a PROGRAMME. Specifically, his unorthodox construai of the consequence relation as triadic, and his account of logical form are promising beginnings which even as they stand shed light on question of relevance, the ancient problems of enthymemes and others. Instead of developing these suggestions, Bolzano scholars have been occupied with elucidating the ontology of sentences in themselves, and related topics. I (...)
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  30.  43
    (1 other version)Maximality Principles in the Hyperuniverse Programme.Sy-David Friedman & Claudio Ternullo - 2020 - Foundations of Science 28 (1):287-305.
    In recent years, one of the main thrusts of set-theoretic research has been the investigation of maximality principles for V, the universe of sets. The Hyperuniverse Programme (HP) has formulated several maximality principles, which express the maximality of V both in height and width. The paper provides an overview of the principles which have been investigated so far in the programme, as well as of the logical and model-theoretic tools which are needed to formulate them mathematically, and also briefly shows (...)
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  31. The pragmatism of Hilbert's programme.Volker Peckhaus - 2003 - Synthese 137 (1-2):141 - 156.
    It is shown that David Hilbert's formalistic approach to axiomaticis accompanied by a certain pragmatism that is compatible with aphilosophical, or, so to say, external foundation of mathematics.Hilbert's foundational programme can thus be seen as areconciliation of Pragmatism and Apriorism. This interpretation iselaborated by discussing two recent positions in the philosophy ofmathematics which are or can be related to Hilbert's axiomaticalprogramme and his formalism. In a first step it is argued that thepragmatism of Hilbert's axiomatic contradicts the opinion thatHilbert style (...)
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  32.  29
    The Logic of Consequence in Aristotle’s Biology.Andrea Libero Carbone - 2023 - Ancient Philosophy 43 (2):461-487.
    Two of Aristotle’s major legacies, namely, the theory of scientific syllogism and teleology seem to conflict on several planes. Indeed, an array of formal limitations prevents him from formalizing teleological explanations into scientific syllogisms, which are entirely absent from his works. To achieve this, Aristotle resorts to a different tool, the logic of ‘consequence’. This governs both the teleological relation between an end and a means that underlies necessity ‘from a hypothesis’—which is the necessity proper to living things—and (...)
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  33.  20
    Steel’s Programme: Evidential Framework, the Core and Ultimate- L.Joan Bagaria & Claudio Ternullo - 2023 - Review of Symbolic Logic 16 (3):788-812.
    We address Steel’s Programme to identify a ‘preferred’ universe of set theory and the best axioms extending $\mathsf {ZFC}$ by using his multiverse axioms $\mathsf {MV}$ and the ‘core hypothesis’. In the first part, we examine the evidential framework for $\mathsf {MV}$, in particular the use of large cardinals and of ‘worlds’ obtained through forcing to ‘represent’ alternative extensions of $\mathsf {ZFC}$. In the second part, we address the existence and the possible features of the core of $\mathsf {MV}_T$ (where (...)
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  34.  61
    Handbook of the logic of argument and inference: the turn towards the practical.Dov M. Gabbay (ed.) - 2002 - New York: Elsevier.
    The Handbook of the Logic of Argument and Inference is an authoritative reference work in a single volume, designed for the attention of senior undergraduates, graduate students and researchers in all the leading research areas concerned with the logic of practical argument and inference. After an introductory chapter, the role of standard logics is surveyed in two chapters. These chapters can serve as a mini-course for interested readers, in deductive and inductive logic, or as a refresher. Then (...)
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  35. Logical relations in a statistical problem.Jon Williamson, Jan-Willem Romeijn, Rolf Haenni & Gregory Wheeler - 2008 - In Benedikt Löwe, Eric Pacuit & Jan-Willem Romeijn (eds.), Foundations of the Formal Sciences Vi: Probabilistic Reasoning and Reasoning With Probabilities. Studies in Logic. College Publication.
    This paper presents the progicnet programme. It proposes a general framework for probabilistic logic that can guide inference based on both logical and probabilistic input. After an introduction to the framework as such, it is illustrated by means of a toy example from psychometrics. It is shown that the framework can accommodate a number of approaches to probabilistic reasoning: Bayesian statistical inference, evidential probability, probabilistic argumentation, and objective Bayesianism. The framework thus provides insight into the relations between these approaches, (...)
     
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  36.  30
    The logic of resources and capabilities.Marta Bílková, Giuseppe Greco, Alessandra Palmigiano, Apostolos Tzimoulis & Nachoem Wijnberg - 2018 - Review of Symbolic Logic 11 (2):371-410.
    We introduce the logic LRC, designed to describe and reason about agents’ abilities and capabilities in using resources. The proposed framework bridges two—up to now—mutually independent strands of literature: the one on logics of abilities and capabilities, developed within the theory of agency, and the one on logics of resources, motivated by program semantics. The logic LRC is suitable to describe and reason about key aspects of social behaviour in organizations. We prove a number of properties enjoyed by (...)
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  37.  9
    Didactics of Logic in Ken Schools and the Conception of Logicin the "Encyclopédie Ou Dictionnaire Universel Raisonné".Stanisław Janeczek - 2020 - Studia Philosophiae Christianae 56 (S1):41-62.
    The paper describes the conception of logic in Polish didactics authored by the Commission of National Education (KEN), an important educational institution of the European Enlightenment. Since the documents of the Commission refer to a vision of science presented by such influential works then as the Encyclopédie ou dictionnaire universel raisonné [Great French Encyclopedia], the paper compares the requirements from the Commission’s programmer with the encyclopaedic entries that entail logical problems broadly understood. It turns out that the Commission, following (...)
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  38.  20
    Bolzano's Programme and Abstract Objects.Rolf George - 1997 - Grazer Philosophische Studien 53 (1):167-180.
    Most of the Bolzano literature is exegetical, neglecting, unfortunately, the great potential of his logic as the beginning of a PROGRAMME. Specifically, his unorthodox construai of the consequence relation as triadic, and his account of logical form are promising beginnings which even as they stand shed light on question of relevance, the ancient problems of enthymemes and others. Instead of developing these suggestions, Bolzano scholars have been occupied with elucidating the ontology of sentences in themselves, and related topics. I (...)
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  39.  48
    Domination, forcing, array nonrecursiveness and relative recursive enumerability.Mingzhong Cai & Richard A. Shore - 2012 - Journal of Symbolic Logic 77 (1):33-48.
    We present some abstract theorems showing how domination properties equivalent to being $\overline{GL}_{2}$ or array nonrecursive can be used to construct sets generic for different notions of forcing. These theorems are then applied to give simple proofs of some known results. We also give a direct uniform proof of a recent result of Ambos-Spies, Ding, Wang, and Yu [2009] that every degree above any in $\overline{GL}_{2}$ is recursively enumerable in a 1-generic degree strictly below it. Our major new result (...)
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  40.  56
    (1 other version)Hilbert's programme.Georg Kreisel - 1958 - Dialectica 12 (3‐4):346-372.
    Hilbert's plan for understanding the concept of infinity required the elimination of non‐finitist machinery from proofs of finitist assertions. The failure of the original plan leads to a hierarchy of progressively less elementary, but still constructive methods instead of finitist ones . A mathematical proof of this failure requires a definition of « finitist ».—The paper sketches the three principal methods for the syntactic analysis of non‐constructive mathematics, the resulting consistency proofs and constructive interpretations, modelled on Herbrand's theorem, and their (...)
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  41.  73
    Hennie Frederick C. III., Iterative arrays of logical circuits. M.I.T. Press research monograph. The M.I.T. Press, Cambridge, Mass., and John Wiley Sons, Inc., New York and London, 1961, x + 242 pp. [REVIEW]Albert A. Mullin - 1962 - Journal of Symbolic Logic 27 (1):106-107.
  42.  95
    Logical Pluralism Hollandaise.Graham Priest - 2008 - Australasian Journal of Logic 6:210-214.
    Johan van Benthem compares and contrasts two research programmes, which he calls logical pluralism and logical dynamics, stating his ‘preference’ for the second of these ‘alternatives’. In this note I want to put the matter into a slightly different perspective.
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  43.  22
    G. E. Mints. E theorems. Journal of Soviet mathematics, vol. 8 , pp. 323–329. - G. É. Minc. Ustojčivost' E-téorém i provérka programm . Sémiotika i informatika, vol. 12 , pp. 73–77. - Justus Diller. Functional interpretations of Heyting's arithmetic in all finite types. Nieuw archief voor wiskunde, ser. 3 vol. 27 , pp. 70–97. - Martin Stein. Interpretations of Heyting's arithmetic—an analysis by means of a language with set symbols. Annals of mathematical logic, vol. 19 , pp. 1–31. - Martin Stein. A general theorem on existence theorems. Zeitschrifi für mathematische Logik und Grundlagen der Mathematik, vol. 27 , pp. 435–452. [REVIEW]Andre Scedrov - 1987 - Journal of Symbolic Logic 52 (2):561-561.
  44. Morris’ Pariser Programm einer wissenschaftlichen Philosophie.Thomas Mormann - 2016 - In Christian Bonnet & Elisabeth Nemeth (eds.), Zur Wissenschaftsphilosophie in Frankreich und Oesterreich in der ersten Hälfte des 20.Jahrhunderts. Springer. pp. 73 - 88.
    Abstract: One of the institutional highlights of the encounter between Austrian “wissen¬schaftliche Philosophie” and French “philosophie scientifique” in the first half of the 20th century was the “First International Congress for Unity of Science” that took place 1935 in Paris. In my contribution I deal with an episode of the philosophical mega-event whose protagonist was the American philosopher and semiotician Charles William Morris. At the Paris congress he presented his programme of a comprehensive, practice-oriented scientific philosophy and, in a more (...)
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  45. Supervenience: its Logic and its Inferential Role in Classical Genetics.Bert Leuridan - 2007 - Logique Et Analyse 198:147-171.
    Supervenience is mostly conceived of as a purely philosophical concept. Nevertheless, I will argue, it played an important and very fruitful inferential role in classical genetics. Gregor Mendel assumed that phenotypic traits supervene on underlying factors, and this assumption allowed him to successfully predict and explain the phenotypical regularities he had experimentally discovered. Therefore it is interesting to explicate how we reason about supervenience relations. I will tackle the following two questions. Firstly, can a reliable method (a logic) be (...)
     
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  46.  26
    Contesting Carceral Logic: Towards Abolitionist Futures.Michael J. Coyle & Mechthild Nagel - 2021 - Routledge.
    Contesting Carceral Logic provides an innovative and cutting-edge analysis of how carceral logic is embedded within contemporary society, emphasizing international perspectives, the harms and critiques of using carceral logic to respond to human wrongdoing, and exploring penal abolition thought. With chapters from scholars across many disciplines, people in prison, as well as penal abolition activists, the book explores what a future without carceral logic would look like, as well as how such a future is to be (...)
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  47. The Enlightenment Programme and Karl Popper.Nicholas Maxwell - 2006 - In I. I. Jarvie, K. Milford & D. Miller (eds.), Karl Popper: A Centenary Assessment. Volume 1: Life and Times, Values in a World of Facts. Ashgate.
    Popper first developed his theory of scientific method – falsificationism – in his The Logic of Scientific Discovery, then generalized it to form critical rationalism, which he subsequently applied to social and political problems in The Open Society and Its Enemies. All this can be regarded as constituting a major development of the 18th century Enlightenment programme of learning from scientific progress how to achieve social progress towards a better world. Falsificationism is, however, defective. It misrepresents the real, problematic (...)
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  48.  49
    Histories, logics and politics: An interview with mark Bevir.Simon Stow - 2005 - Journal of Moral Philosophy 2 (2):193-206.
    Although he has written extensively on a broad array of topics, Mark Bevir is most famous for his influential and controversial book The Logic of the History of Ideas (Cambridge University Press, 1999). In a wide-ranging interview, Bevir responds to a number of criticisms and mischaracterizations of the book, clarifies his aims in writing it, and identifies his relationship of his postfoundationalism to both analytical and continental philosophy. Additionally, Bevir articulates a hitherto unexpected ethical dimension to the work, (...)
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  49.  31
    A. A. Lápunov. O logičéskih shémah programm. Problémy kibérnétiki, vol. 1 , pp. 46–74. - A. A. Lyapunov. The logical structure of programmes. English translation of the preceding. Problems of cybernetics, vol. 1 , pp. 48–81. - A. A. Ljapunow. Über logische Programm-Schemata. German translation of the same. Probleme der Kybernetik, vol. 1 , pp. 53–86. [REVIEW]E. M. Fels - 1968 - Journal of Symbolic Logic 33 (3):466-467.
  50. What are logical notions?Alfred Tarski - 1986 - History and Philosophy of Logic 7 (2):143-154.
    In this manuscript, published here for the first time, Tarski explores the concept of logical notion. He draws on Klein's Erlanger Programm to locate the logical notions of ordinary geometry as those invariant under all transformations of space. Generalizing, he explicates the concept of logical notion of an arbitrary discipline.
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