Results for 'Tarski’s invariants'

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  1. 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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  2.  14
    On Tarski's contribution to the additive measure theory and its consequences.P. Benvenuti & R. Mesiar - 2004 - Annals of Pure and Applied Logic 126 (1-3):281-286.
    We recall one Tarski's result about the existence of a non-zero additive measure defined on power set of an infinite set vanishing on finite subsets. This rather surprising result goes back to 1930 and it allows to introduce a non-trivial linear functional invariant under changes of finitely many inputs.
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  3.  16
    Turing-Machine Computable Functionals of Finite Types I.S. C. Kleene, Ernest Nagel, Patrick Suppes & Alfred Tarski - 1970 - Journal of Symbolic Logic 35 (4):588-589.
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  4. Tarski's system of geometry.Alfred Tarski & Steven Givant - 1999 - Bulletin of Symbolic Logic 5 (2):175-214.
    This paper is an edited form of a letter written by the two authors (in the name of Tarski) to Wolfram Schwabhäuser around 1978. It contains extended remarks about Tarski's system of foundations for Euclidean geometry, in particular its distinctive features, its historical evolution, the history of specific axioms, the questions of independence of axioms and primitive notions, and versions of the system suitable for the development of 1-dimensional geometry.
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  5. On the Concept of Following Logically.Alfred Tarski - 2002 - History and Philosophy of Logic 23 (3):155-196.
    We provide for the first time an exact translation into English of the Polish version of Alfred Tarski's classic 1936 paper, whose title we translate as ?On the Concept of Following Logically?. We also provide in footnotes an exact translation of all respects in which the German version, used as the basis of the previously published and rather inexact English translation, differs from the Polish. Although the two versions are basically identical, to an extent that is even uncanny, we note (...)
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  6.  79
    Undecidable theories.Alfred Tarski - 1953 - Amsterdam,: North-Holland Pub. Co.. Edited by Andrzej Mostowski & Raphael M. Robinson.
    This book is well known for its proof that many mathematical systems - including lattice theory and closure algebras - are undecidable. It consists of three treatises from one of the greatest logicians of all time: "A General Method in Proofs of Undecidability," "Undecidability and Essential Undecidability in Mathematics," and "Undecidability of the Elementary Theory of Groups.".
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  7.  43
    Some Current Problems in Metamathematics 1.Alfred Tarski, Jan Tarski & Jan Woleński - 1995 - History and Philosophy of Logic 16 (2):159-168.
    In this article the author first described the developments which brought to focus the importance of consistency proofs for mathematics, and which led Hilbert to promote the science of metamathemat-ics. Further comments and remarks concern the (partly analogous) beginnings of the work on the decision problem, Gödel?s theorems and related matters, and general metamathematics. An appendix summarizes a text by the author on completeness and categoricity.
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  8. Address at the Princeton University Bicentennial Conference on Problems of Mathematics (December 17–19, 1946), By Alfred Tarski.Alfred Tarski & Hourya Sinaceur - 2000 - Bulletin of Symbolic Logic 6 (1):1-44.
    This article presents Tarski's Address at the Princeton Bicentennial Conference on Problems of Mathematics, together with a separate summary. Two accounts of the discussion which followed are also included. The central topic of the Address and of the discussion is decision problems. The introductory note gives information about the Conference, about the background of the subjects discussed in the Address, and about subsequent developments to these subjects.
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  9.  10
    On the Concept of Following Logically.Alfred Tarski - 2002 - History and Philosophy of Logic 23 (3):155-196.
    We provide for the first time an exact translation into English of the Polish version of Alfred Tarski's classic 1936 paper, whose title we translate as ‘On the Concept of Following Logically’. We also provide in footnotes an exact translation of all respects in which the German version, used as the basis of the previously published and rather inexact English translation, differs from the Polish. Although the two versions are basically identical, to an extent that is even uncanny, we note (...)
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  10.  63
    The completeness of elementary algebra and geometry.Alfred Tarski - 1967 - Paris,: Centre national de la recherche scientifique, Institut Blaise Pascal.
  11. List A. Tarského S. Mathému.Alfréd Tarski - 1995 - Organon F: Medzinárodný Časopis Pre Analytickú Filozofiu 2 (1):56-58.
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  12. TAKEUTI, G. and TITANI, S., Global intuitionistic analysis.A. Tarski - 1986 - Annals of Pure and Applied Logic 31:341-342.
  13.  18
    Interplay of Philosophy and Mathematics in the Classical Theory of Truth.Jan Tarski - 1999 - Vienna Circle Institute Yearbook 6:95-108.
    Alfred Tarski’s theory of truth, to which we will also refer as the classical theory,1 has a conspicuous place in mathematics as well as in general philosophy. The place in philosophy appears the more prominent of the two, although it is still somewhat unsettled, and perhaps even controversial.
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  14.  16
    Letters to Kurt Gödel, 1942#x2013;47.Alfred Tarski - 1999 - Vienna Circle Institute Yearbook 6:261-273.
    Editor’s Introduction: We recall that Alfred Tarski arrived in the USA from Poland in September 1939. The present series of letters starts not quite three years after his arrival; this span of time allowed him to adapt himself tentatively to his situation, and to shift much of his attention from the problems of the Old World to those of his immediate surroundings.
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  15.  10
    Introduction à la logique.Alfred Tarski - 1998 - Diderot multimédia.
    Cette Introduction à la logique constitue le cours de base des étudiants en sciences et en philosophie. La présentation de la logique formelle dans son contexte historique est accompagnée d'un exposé très clair des notions syntaxiques et sémantiques nécessaires au calcul des énoncés et au calcul des prédicats du premier ordre... Les méthodes formelles les plus classiques (tables de vérité, arbres de consistance, dérivations) sont explicitées au travers de nombreux exercices d'application accompagnés de leurs corrigés. La seconde partie de l'ouvrage (...)
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  16.  29
    Address at the Princeton University Bicentennial Conference on Problems of Mathematics (December 17–19, 1946), By Alfred Tarski. [REVIEW]Alfred Tarski & Hourya Sinaceur - 2000 - Bulletin of Symbolic Logic 6 (1):1-44.
    This article presents Tarski's Address at the Princeton Bicentennial Conference on Problems of Mathematics, together with a separate summary. Two accounts of the discussion which followed are also included. The central topic of the Address and of the discussion is decision problems. The introductory note gives information about the Conference, about the background of the subjects discussed in the Address, and about subsequent developments to these subjects.
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  17.  9
    On Bernstein's Self-Dual Set of Postulates for Boolean Algebras.Richard Montague & Jan Tarski - 1962 - Journal of Symbolic Logic 27 (4):472-472.
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  18.  8
    Schmierer Zygmunt. O funkcjach charaklerystycznych w logikach wielowartościowych . Przeglad filozoficzny, Bd. 39 , S. 437. [REVIEW]Alfred Tarski - 1937 - Journal of Symbolic Logic 2 (2):92-92.
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  19. Logicality and Invariance.Denis Bonnay - 2006 - Bulletin of Symbolic Logic 14 (1):29-68.
    What is a logical constant? The question is addressed in the tradition of Tarski's definition of logical operations as operations which are invariant under permutation. The paper introduces a general setting in which invariance criteria for logical operations can be compared and argues for invariance under potential isomorphism as the most natural characterization of logical operations.
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  20.  37
    On Magari's concept of general calculus: notes on the history of tarski's methodology of deductive sciences.S. Roberto Arpaia - 2006 - History and Philosophy of Logic 27 (1):9-41.
    This paper is an historical study of Tarski's methodology of deductive sciences (in which a logic S is identified with an operator Cn S, called the consequence operator, on a given set of expressions), from its appearance in 1930 to the end of the 1970s, focusing on the work done in the field by Roberto Magari, Piero Mangani and by some of their pupils between 1965 and 1974, and comparing it with the results achieved by Tarski and the Polish school (...)
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  21.  19
    Correspondence, Invariance and Heuristics: Essays in Honour of Heinz Post.S. French & H. Kamminga (eds.) - 1993 - Kluwer Academic Publishers.
    This volume is presented in honour of Heinz Post, who founded a distinc tive and distinguished school of philosophy of science at Chelsea College, University of London. The 'Chelsea tradition' in philosophy of science takes the content of science seriously, as exemplified by the papers presented here. The unifying theme of this work is that of 'Correspondence, Invariance and Heuristics', after the title of a classic and seminal paper by Heinz Post, published in 1971, which is reproduced in this volume (...)
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  22.  55
    Invariance and Definability, with and without Equality.Denis Bonnay & Fredrik Engström - 2018 - Notre Dame Journal of Formal Logic 59 (1):109-133.
    The dual character of invariance under transformations and definability by some operations has been used in classical works by, for example, Galois and Klein. Following Tarski, philosophers of logic have claimed that logical notions themselves could be characterized in terms of invariance. In this article, we generalize a correspondence due to Krasner between invariance under groups of permutations and definability in L∞∞ so as to cover the cases that are of interest in the logicality debates, getting McGee’s theorem about quantifiers (...)
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  23.  19
    Unity and diversity of neurelectric and psychophysical functions: The invariance question.Gerald S. Wasserman & Lolin T. Wang-Bennett - 1989 - Behavioral and Brain Sciences 12 (2):297-298.
  24. Carnap and the invariance of logical truth.Steve Awodey - 2017 - Synthese 194 (1):67-78.
    The failed criterion of logical truth proposed by Carnap in the Logical Syntax of Language was based on the determinateness of all logical and mathematical statements. It is related to a conception which is independent of the specifics of the system of the Syntax, hints of which occur elsewhere in Carnap’s writings, and those of others. What is essential is the idea that the logical terms are invariant under reinterpretation of the empirical terms, and are therefore semantically determinate. A certain (...)
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  25. Carnap’s dream: Gödel, Wittgenstein, and Logical, Syntax.S. Awodey & A. W. Carus - 2007 - Synthese 159 (1):23-45.
    In Carnap’s autobiography, he tells the story how one night in January 1931, “the whole theory of language structure” in all its ramifications “came to [him] like a vision”. The shorthand manuscript he produced immediately thereafter, he says, “was the first version” of Logical Syntax of Language. This document, which has never been examined since Carnap’s death, turns out not to resemble Logical Syntax at all, at least on the surface. Wherein, then, did the momentous insight of 21 January 1931 (...)
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  26.  11
    Persistent and Invariant Formulas Relative to Theories of Higher Order.S. Feferman, G. Kreisel & Solomon Feferman - 1972 - Journal of Symbolic Logic 37 (4):764-765.
  27.  49
    Correspondence, Invariance and Heuristics: Essays in Honour of Heinz Post.S. French & H. Kamminga (eds.) - 1993 - Dordrecht: Reidel.
    Fifteen essays are contained in this collection, all relating to Heinz Post ’ s article ‘ Correspondence, Invariance and Heuristics ’, also reprinted. In this article, written in the heyday of the post - positivist movement, Post aims to convince his fellowphilosophers of science to bring the issue of heuristics back to the philosophical stage. Examining a wealth of theories and models from the physics and chemistry of the last 300 years, Post extracts several strategies of theory construction of which (...)
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  28. Set-theoretical Invariance Criteria for Logicality.Solomon Feferman - 2010 - Notre Dame Journal of Formal Logic 51 (1):3-20.
    This is a survey of work on set-theoretical invariance criteria for logicality. It begins with a review of the Tarski-Sher thesis in terms, first, of permutation invariance over a given domain and then of isomorphism invariance across domains, both characterized by McGee in terms of definability in the language L∞,∞. It continues with a review of critiques of the Tarski-Sher thesis, and a proposal in response to one of those critiques via homomorphism invariance. That has quite divergent characterization results depending (...)
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  29.  12
    On L α,ω complete extensions of complete theories of Boolean algebras.Matatyahu Rubin - 2004 - Archive for Mathematical Logic 43 (5):571-582.
    For a complete first order theory of Boolean algebras T which has nonisomorphic countable models, we determine the first limit ordinal α = α(T) such that We show that for some and for all other T‘s, A nonprincipal ideal I of B is almost principal, if a is a principal ideal of B} is a maximal ideal of B. We show that the theory of Boolean algebras with an almost principal ideal has complete extensions and characterize them by invariants (...)
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  30. On Cardinal Invariants of the Continuum. Axiomatic Set Theory.S. Shelah, D. A. Martin & J. Baumgartner - 2005 - Bulletin of Symbolic Logic 11 (3):451-453.
     
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  31.  4
    REVIEWS-On cardinal invariants of the continuum.S. Shelah & Juris Steprans - 2005 - Bulletin of Symbolic Logic 11 (3):451-453.
  32.  32
    Investing in Socially Responsible Companies is a must for Public Pension Funds? Because there is no Better Alternative.S. Prakash Sethi - 2005 - Journal of Business Ethics 56 (2):99-129.
    With assets of over US$1.0 trillion and growing, public pension funds in the United States have become a major force in the private sector through their holding of equity positions in large publicly traded corporations. More recently, these funds have been expanding their investment strategy by considering a corporation's long-term risks on issues such as environmental protection, sustainability, and good corporate citizenship, and how these factors impact a company's long-term performance. Conventional wisdom argues that the fiduciary responsibility of the pension (...)
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  33. A generalisation of the Tarski-herbrand deduction theorem.S. J. Surma - 1991 - Logique Et Analyse 135 (133-140):319-331.
     
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  34.  78
    Investing in socially responsible companies is a must for public pension funds – because there is no better alternative.S. Prakash Sethi - 2005 - Journal of Business Ethics 56 (2):99 - 129.
    >With assets of over US$1.0 trillion and growing, public pension funds in the United States have become a major force in the private sector through their holding of equity positions in large publicly traded corporations. More recently, these funds have been expanding their investment strategy by considering a corporations long-term risks on issues such as environmental protection, sustainability, and good corporate citizenship, and how these factors impact a companys long-term performance. Conventional wisdom argues that the fiduciary responsibility of the pension (...)
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  35.  12
    Ordering Acyclic Connected Structures of Trees Having Greatest Degree-Based Invariants.S. Kanwal, M. K. Siddiqui, E. Bonyah, T. S. Shaikh, I. Irshad & S. Khalid - 2022 - Complexity 2022:1-16.
    Being building block of data sciences, link prediction plays a vital role in revealing the hidden mechanisms that lead the networking dynamics. Since many techniques depending in vertex similarity and edge features were put forward to rule out many well-known link prediction challenges, many problems are still there just because of unique formulation characteristics of sparse networks. In this study, we applied some graph transformations and several inequalities to determine the greatest value of first and second Zagreb invariant, S K (...)
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  36.  32
    On the indistinguishability of classical particles.S. Fujita - 1991 - Foundations of Physics 21 (4):439-457.
    If no property of a system of many particles discriminates among the particles, they are said to be indistinguishable. This indistinguishability is equivalent to the requirement that the many-particle distribution function and all of the dynamic functions for the system be symmetric. The indistinguishability defined in terms of the discrete symmetry of many-particle functions cannot change in the continuous classical statistical limit in which the number density n and the reciprocal temperature β become small. Thus, microscopic particles like electrons must (...)
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  37.  6
    Measurement Invariance of the Multidimensional Scale of Perceived Social Support Among Chinese and South Asian Ethnic Minority Adolescents in Hong Kong.Cecilia M. S. Ma - 2020 - Frontiers in Psychology 11.
    Seven hundred adolescents with mean age of 15.3 years. Multigroup confirmatory factor analysis was performed to assess measurement invariance of the MSPSS scale across Chinese and South Asian ethnic minority samples. Results show that the original three-factor structure of the MSPSS was supported in both samples. Measurement invariance was supported in terms of configural, metric, and partial scalar invariance. Given partial scalar invariance was achieved, the latent mean differences were compared across samples. Chinese adolescents had higher levels of all three (...)
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  38.  50
    Learning low-dimensional representations via the usage of multiple-class labels.S. Edelman - unknown
    Learning to recognize visual objects from examples requires the ability to find meaningful patterns in spaces of very high dimensionality. We present a method for dimensionality reduction which effectively biases the learning system by combining multiple constraints via the use of class labels. The use of extensive class labels steers the resulting lowdimensional representation to become invariant to those directions of variation in the input space that are irrelevant to classification; this is done merely by making class labels independent of (...)
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  39.  21
    Review: J. R. Shoenfield, Ernest Nagel, Patrick Suppes, Alfred Tarski, Some Applications of Degrees. [REVIEW]S. K. Thomason - 1972 - Journal of Symbolic Logic 37 (3):610-610.
  40.  24
    The Birth of Social Choice Theory from the Spirit of Mathematical Logic: Arrow’s Theorem in the Framework of Model Theory.Daniel Eckert & Frederik S. Herzberg - 2018 - Studia Logica 106 (5):893-911.
    Arrow’s axiomatic foundation of social choice theory can be understood as an application of Tarski’s methodology of the deductive sciences—which is closely related to the latter’s foundational contribution to model theory. In this note we show in a model-theoretic framework how Arrow’s use of von Neumann and Morgenstern’s concept of winning coalitions allows to exploit the algebraic structures involved in preference aggregation; this approach entails an alternative indirect ultrafilter proof for Arrow’s dictatorship result. This link also connects Arrow’s seminal (...)
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  41.  22
    Position-invariant letter identification is a key component of any universal model of reading.Jeffrey S. Bowers - 2012 - Behavioral and Brain Sciences 35 (5):281-282.
    A universal property of visual word identification is position-invariant letter identification, such that the letter is coded in the same way in CAT and ACT. This should provide a fundamental constraint on theories of word identification, and, indeed, it inspired some of the theories that Frost has criticized. I show how the spatial coding scheme of Colin Davis can, in principle, account for contrasting transposed letter priming effects, and at the same time, position-invariant letter identification.
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  42.  18
    Testing Measurement Invariance across Groups of Children with and without Attention-Deficit/ Hyperactivity Disorder: Applications for Word Recognition and Spelling Tasks.Patrícia S. Lúcio, Giovanni Salum, Walter Swardfager, Jair de Jesus Mari, Pedro M. Pan, Rodrigo A. Bressan, Ary Gadelha, Luis A. Rohde & Hugo Cogo-Moreira - 2017 - Frontiers in Psychology 8.
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  43.  12
    La théologie catholique face au mariage homosexuel.Joseph S. O'Leary - 2010 - Cités 44 (4):27.
    Tout s’est passé très vite, prenant l’Église au dépourvu. Le mouvement pour la reconnaissance des mariages et des unions civiles entre personnes du même sexe a connu un succès extraordinaire. La hiérarchie de l’Église catholique oppose une fin de non-recevoir à toute reconnaissance positive des couples homosexuels, en invoquant une morale sexuelle qu’on dit ancienne et invariable,..
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  44.  34
    A Review About Invariance Induced Gravity: Gravity and Spin from Local Conformal-Affine Symmetry. [REVIEW]S. Capozziello & M. De Laurentis - 2010 - Foundations of Physics 40 (7):867-899.
    In this review paper, we discuss how gravity and spin can be obtained as the realization of the local Conformal-Affine group of symmetry transformations. In particular, we show how gravitation is a gauge theory which can be obtained starting from some local invariance as the Poincaré local symmetry. We review previous results where the inhomogeneous connection coefficients, transforming under the Lorentz group, give rise to gravitational gauge potentials which can be used to define covariant derivatives accommodating minimal couplings of matter, (...)
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  45. Predicate Exchangeability and Language Invariance in Pure Inductive Logic.M. S. Kliess & J. B. Paris - 2014 - Logique Et Analyse 57 (228):513-540.
    In Pure Inductive Logic, the rational principle of Predicate Exchangeability states that permuting the predicates in a given language L and replacing each occurrence of a predicate in an L-sentence phi according to this permutation should not change our belief in the truth of phi. In this paper we study when a prior probability function w on a purely unary language L satisfying Predicate Exchangeability also satisfies the principle of Unary Language Invariance.
     
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  46. Siddhāntalakṣaṇam. Jagadīśatarkālaṅkāra - 1933 - Vārāṇasī, Bhārata: Caukhambhā Saṃskr̥ta Saṃsthāna. Edited by Ḍhuṇḍhirāja Śāstrī, Śivadattamiśra Gauḍa, Gaṅgeśa & Raghunātha Śiromaṇi.
    Supercommentary on Tattvacintāmaṇidīdhiti, 16th century commentary, by Raghunātha Śiromaṇi on Tattvacintāmaṇi, 13th century basic work of the neo-Nyāya school in Hindu philosophy, by Gaṅgeśa; portion dealing with definition of invariable concomitance (vyāpti).
     
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  47.  2
    Pañcalakṣaṇīsarvasvam.Kurugaṇṭi Śrīrāmaśāstrī - 2009 - Tirupati: Śrīveṅkaṭeśvaravedaviśvavidyālayaḥ. Edited by Samudrāla Vēṅkaṭa Raṅgarāmānujācāryulu.
    Commentary on Pañcalakṣaṇī of Mathurānātha Tarkavāgīśa, 1600-1675, work dealing with definition of invariable concomitance (vyāpti) with reference to Nyaya philosophy.
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  48.  5
    Pañcalakṣaṇīsarvasvam.Kurugaṇṭi Śrīrāmaśāstrī - 2005 - Beṅgaḷuru: Pūrṇaprajñasaṃśodhanamandiram. Edited by Gummalūrisaṅgameśvara Śāstri & Vīranārāyaṇācārya Pāṇḍuraṅgī.
    Commentaries on Pañcalakṣaṇī of Mathurānātha Tarkavāgīśa, 1600-1675, work dealing with definition of invariable concomitance (vyāpti) with reference to Nyaya philosophy ; with supercommentary on Māthurīvyāptipañcakaśatakoṭi.
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  49.  22
    Undecidable Theories. By Alfred Tarski in collaboration with Andrzej Mostowski and Raphael M. Robinson. (Amsterdam: North-Holland Publishing Company. 1953. Pp. 98. Price 18s.). [REVIEW]S. Körner - 1955 - Philosophy 30 (114):278-.
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  50.  30
    J. R. Shoenheld. Some applications of degrees. Logic, methodology and philosophy of science, Proceedings of the 1960 International Congress, edited by Ernest Nagel, Patrick Suppes, and Alfred Tarski, Stanford University Press, Stanford, Calif., 1962, pp. 56–59. [REVIEW]S. K. Thomason - 1972 - Journal of Symbolic Logic 37 (3):610.
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