Bibliography of Logical Investigations

Size: px
Start display at page:

Download "Bibliography of Logical Investigations"

Transcription

1 Bibliography of Logical Investigations

2

3 Bibliography of Logical Investigations Logical Investigations. Vol. 11. M.: Nauka, Logical Investigations. Vol. 12. M.: Nauka, Logical Investigations. Vol. 13. M.: Nauka, Logical Investigations. Vol. 14. M.: Nauka, Logical Investigations. Vol. 15. M.: Nauka, Logical Investigations. Vol. 16. M.Spb.: C.G.I., Logical Investigations. Vol. 17. M.Spb.: C.G.I., Logical Investigations. Vol. 18. M.Spb.: C.G.I., Logical Investigations. Vol. 19. M.Spb.: C.G.I., Logical Investigations. Vol. 20. M.Spb.: C.G.I., Author s Index of vol of Logical Investigations 1 Alechina N. A general method of proving decidability of intuitionistic modal logics (with Shkatov D.) XIII 5 On modal logics with existential modality (with Shkatov D.) XII 5 Anellis I.H. How Peircean was the Fregean Revolution in Logic? XVIII Const. by Migla A.V.

4 290 Anisov A.M. A computational meta-model of the reality and the problem of truth XIII 24 Classical computability and indicators of non-determinism XIV 5 Definition of real truth concept in set theory with ftoms XI 5 Nondeterministic computability: philosophical foundations XV 5 The concept of reality and logic XII 14 Arkhiereev N.L. Logical modalities as arithmetical functions XVI 3 Semantic of possible sets of truth-values for S5. Decision procedure XVII 5 Bakhtiyarov K.I. How computer may think in terms of boolean many-valueness XVII 14 Logical positionality XVIII 26 Metascience symbols (universal characteristic) XX 211 Barral F. Non-standard reductions and categorical models in typed lambda-calculus (with Chemouil D., Soloviev S.) XII 300 Basukoski A. Natural deduction system for linear time temporal logic (with Bolotov A., Grigoriev O., Shangin V.) XVII 71 Batashov D. A paranormal sublogic of intuitionistic logic (with Popov V.) XII 62 On a nine-valued paranormal logic with (with Popov V.) XII 54 On untabularity of a paranormal logic XII 49 Bazhanov V.A. Logic in Russia and Orthodox Church XVIII 5

5 Bibliography of Logical Investigations 291 P.S. Poretsky. Life and scientific activity of pioneer in russian investigations in the field of mathematical logic XI 23 The communist party and logic. On the history of a pivotal decree of the Central Committee of the All-Union Communist Party of XII 32 Beltukov A.P. Manifest of applied constructivism (with Nepeivoda N.N.) XVI 199 Bezhanishvili M.N. Logical omniscience and epistemic tableaux predicate calculus XI 34 Beziau J.-Y. What is a logic? Towards axiomatic emptiness XVI 272 Biryukov B.V. Alexander Ivanovich Vvedenskiy as logician. Part I (with Biryukova L.G.) XVII 34 Alexander Ivanovich Vvedenskiy as logician. Part II (with Biryukova L.G.) XVIII 34 Early application of logic to technology: Ehrenfest, Gersevanov, and Shestakov. From the applications of logic to civil engineering and relay schemes to the logical theory of the measurement of physical quantities (with Shakhov V.I.) XIV 73 Foreign schools of philosophy of mathematics and their reflection in philosophical-logical and historicalmathematical though in Russia of XVII-XX centuries (with Kuzicheva Z.) XII 67 Foreign schools of the philosophy of mathematics and their ifluence on philosophy of logic and history of mathematics in Russia in XVIII-XX centuries (with Kuzicheva Z.) XIII 47 Life and career of Victor Ivanovich Shestakov, the creator of the logical theory of relay schemes (with Verstin I.S., Levin V.I.) XIV 27

6 292 Ludvig Wittgenstain and Sofia Aleksandrovna Yanovskaya Cambridge Genius becomes acquainted with soviet mathemathicians in 30th years (with Biryukova L.G.) XI 46 On the problem of priority in the discovery of the logical theory of contact-relay schemes. A document from the archive of V. I. Shestakov XV 31 The problem of logical contradiction and Russian religious philosophy (with Pryadko I.P.) XVI 23 Biryukova L.G. Alexander Ivanovich Vvedenskiy as logician. Part I (with Biryukov B.V.) XVII 34 Alexander Ivanovich Vvedenskiy as logician. Part II (with Biryukov B.V.) XVIII 34 Ludvig Wittgenstain and Sofia Aleksandrovna Yanovskaya. Cambridge Genius becomes acquainted with soviet mathemathicians in 30th years (with Biryukov B.V.) XI 46 Bolotov A.E. Natural deduction in a paracomplete setting (with Shangin V.O.) XX 222 Natural deduction system for linear time temporal logic (with Basukoski A., Grigoriev O., Shangin V.) XVII 71 Brushinkin V.N. Logic and proof-search procedures XVI 85 Bystrov P.I. A method of mutual conversion of labeled and tableaux deduction XII 109 Relevant calculus in analitic tableaux form XI 95 Carnielli W. Formal polynomials, heuristics and proofs in logic.... XVI 280 Chagrov A.V. Algorithmic problem of finitary semantics entailment for basic and formal A. Visser s logics XI 282

7 Bibliography of Logical Investigations 293 Demise of the alogorithmic agenda in the correspondence theory? (with Chagrova L.A.) XIII 249 Remarks on natural minimal logics: Visser s basic and formal logics and their modal counterparts XII 293 The algorithmic problem of finitary semantic consequence for propositional formulas I XIII 216 Chagrova L.A. Demise of the alogorithmic agenda in the correspondence theory? (with Chagrov A.) XIII 249 Chemouil D. Non-standard reductions and categorical models in typed lambda-calculus (with Barral F., Soloviev S.) XII 300 Chernoskutov Yu.Yu. Logic and object theory in 19th century: from Bolzano to Frege XIX 10 Devyatkin L.Yu. Equality of consequence relations in finite-valued logical matrices XIX 273 Four consequence relations, three orders, two matrices, one bilattice XVIII 127 n-valued matrices for the classical propositional logic... XV 94 On some functional properties of three-valued logical matrices for classical logic XVII 109 Three-valued matrices with classical consequence relation for an arbitrary propositional language XX 246 Three-valued isomorphisms of classical logic XI 119 Dragalina-Chernaya E.G. Formal ontologies as abstract logics XII 162 The logic of colors in model-theoretical and gametheoretical perspectives XIX 23 Fedoseev A. On finitely-generated implicational structures (with Khomich V.) XIII 200

8 294 Finn V.K. Standard and non-standard logics of argumentation I XIII 158 Fyodorov B. The introduction of singular terms into Bolzano syllogistics XII 263 Gerasimova I.A. P.A. Florensky about the contradiction (logical and methodological analysis) XVIII 77 Gorbunov I.A. Continuum classes of logics (with Rybakov M.N.).... XIV 131 Independent bases of deductive systems XV 78 Well-defined logics XVII 95 Gorokhov V.G. The logic and technology: from electric circuit theory to nano systems engineering XVIII 97 Grigoriev O.M. Bipartite truth one logic (with Zaitsev D.V.) XVII 121 Natural deduction system for linear time temporal logic (with Bolotov A., Basukoski A., Shangin V.) XVII 71 Hintikka J. The modified Ramsey theorem is not a Godel sentence XIX 33 Ilyin А.А. Traditional syllogistic with negative terms XVII 140 Ivlev Yu.V. Generalization of Kalmar s method for quasi-matrix logic XIX 281 Karavaev E. Once more on difficulties of the construction of deontic logic XII 170

9 Bibliography of Logical Investigations 295 Karpenko A.S. The subject of logic in the light of the basic tendencies of its development XI 149 Von Wright s truth-logic and around XIX 39 Continuity of three-valued logic: problems and hypotheses XVI 127 Towards protologic XVII 152 Karpenko I.A. Embedding operations and their application XII 182 The concept of Translation : history and theory XIX 308 Khakhanyan V.Kh. Functional algebraic models for HA and set theory with intuitionistic logic XII 272 Functional-algebraic model of S-realizability XIII 196 Intuitionistic arithmetic with Markov principles and P XIV 283 On one property of universes in realization models for intuitionistic set theory XV 229 Properties of ordinals in the set theory with intuitionistic logic XIII 191 Set theory with intuitionistic logic: basic system XI 278 Khomenko I.V. The path of logic in Ukraine: a history of concepts..... XIX 51 Khomich V. On finitely-generated implicational structures (with Fedoseev A.) XIII 200 On isomorphic embedding of finite Boolean algebras and topological Boolean algebras XII 282 Komendantskaya E.Y. Functional interdependence of regular Kleene logics... XV 116 Kotikova E.A. First-order logics of branching time: on expressive power of temporal operators (with Rybakov M.N.) XIX 68 Kovalev S. Application of Lukaseiwicz logics to algorithm design.. XII 194

10 296 Kozachenko N.P. Rationality criteria within belief revision: consistency. XVI 134 Kracht M. Gnosticism or: how logic fits my mind XVIII 273 Krasnenkova A.V. Proof search in the natural deduction systems for negative syllogistics XIV 152 Krushinsky A.A. Genetic deduction as an alternative to the traditional concept of deduction as inference from the axioms XIV 176 Kuzicheva Z. Foreign schools of philosophy of mathematics and their reflection in philosophical-logical and historical-mathematical though in Russia of XVII-XX centuries (with Biryukov B.)..... XII 67 Foreign schools of the philosophy of mathematics and their ifluence on philosophy of logic and history of mathematics in Russia in XVIII-XX centuries (with Biryukov B.) XIII 47 Lednikov E.E. A logic of knowledge and related notions XIII 132 Knowledge and belief: its role in science and communication XVII 167 On one variant of dynamic-epistemic logic XIV 218 Semantics of first-order dynamic logic XV 129 Some pecularities of first-order logics of belief and knowledge XII 207 Levin V.I. Akira Nakashima and logical modelling of discrete schemes XIV 187 Continuous logic: basic notions XIII 114 Interval logic and some of its applications XI 172 Life and career of Victor Ivanovich Shestakov, the creator of the logical theory of relay schemes (with Biryukov B.V., Verstin I.S.) XIV 27 Victor Ivanovich Shestakov and logic modelling XVI 157

11 Bibliography of Logical Investigations 297 Lisanyuk E.N. Deontic cocktail according to E. Mally s receipt..... XIX 100 Malinowski G. Multiplying logical values XVIII 292 Manin Yu.I. Truth as value and duty: lessons of mathematics XV 284 Markin V.I. E.K. Voishvillo s theory of concept: value and prospects XX 58 Fundamental syllogistics with indefinably-placed constant XI 187 Positive syllogistic C3 + with the constant of completeness XV 137 Singular extensions of Lukasiewicz syllogistic XVII 173 What trends in non-classical logic were anticipated by Nikolai Vasiliev? XIX 122 Mchedlishvili L.I. Aristotle s apodeictic syllogistics: method of derivation of superfluous information; fragmentarity XI 228 Mikirtoumov I.B. Compositional and non-compositional types in intensional logic XI 200 Compositional conceptualization in intentional logics.. XII 211 Ernst Mally s theory of objects and intensional logic.... XX 76 Pragmatic predicates and epistemic dynamic in logic of sense I XIV 224 The laws of reason and logic in Nikolai Vasiliev s system XIX 136 Moiseev V.I. Projective-modal ontology and some it s applications... XI 215 Moskvitsova N.G. Lesniewski s logical systems XVIII 141 Mutanen A. Formal methodology XV 296

12 298 Nepeivoda A.N. Technical systems in logic: questions of formalization and automatic verification XIX 148 Nepeivoda N.N. Abstract Chaitin s theorem and its methodological consequences XIX 166 Constructive mathematic: review of progress, lacks and lessons. Part I XVII 191 Constructive mathematic: review of progress, lacks and lessons. Part II XVIII 157 Constructive mathematic: review of progress, lacks and lessons. Part III XX 110 Intellectual viruses XIV 240 Manifest of applied constructivism (with Beltukov A.P.) XVI 199 Reverse constructive logics XV 150 Niiniluoto I. Successful science without miracles XIX 184 Novosyolov M. On by-gone days (from the history of the first national philosophical encyclopedia) XII 226 Pavlov S.A. Bi-lattices for belnap logic and its extensions XII 243 Extensions of the domain of definition of truth predicate to the restricted scope of symbolic expressions XI 238 Modification of Frege s and Dunn s semantics for propositional logics XIII 136 Modified Fregean semantics and functional interpretation XIV 252 The truth operator for classical propositional logic and its extension to not-well-formed formulas XV 169 Popov V.M. A paranormal sublogic of intuitionistic logic (with Batashov D.) XII 62 Between Int ω,ω and intuitionistic propositional logic.. XIX 197

13 Bibliography of Logical Investigations 299 Embedding classical propositional logic into paralogics related to Par XX 149 Four simple paralogics: semantics and sequent calculi. XIV 262 Intuitionistically acceptable paranormal logic (with Shuklin G.N.) XI 243 On a nine-valued paranormal logic with (with Batashov D.) XII 54 Sequent-systems axiomatizing simple paralogics XVI 205 Some intervals between simple paralogics XV 182 Syntax and semantics of simple paracomplete logics (with Shangin V.O.) XIX 325 Tow sequences of paraconsistent logics XIV 257 Interpolation theorem for simple paranormal logic Int 0,ω XVIII 182 Sequential axiomatization of paranormal logic PContPComp XVII 240 Sequential axiomatization of propositional Nelson s type logics XVII 246 Popov O.V. The intensional use, appellatio rationis and incomplete object descriptions: an analysis of nonextensional contexts in the works by J. Buridan and Е.К. Voishvillo XX 159 Prelovskiy N.N. A non-cartesian extension of system E XVII 251 Cardinality of sets of closed functional classes in weak 3-valued logics XIX 334 Infinite-valued Lukasiewicz logic and criteria for existence of factor-semantics in multi-valued logics.... XX 179 On two precomplete classes of three-valued Lukasiewicz s logic XVIII 197 Pryadko I.P. The problem of logical contradiction and Russian religious philosophy (with Biryukov B.V.) XVI 23

14 300 Reznik М. Structuralism and the identity of mathematical objects XVI 221 Rybakov M.N. Continuum classes of logics (with Gorbunov I.A.).... XIV 131 Embedding of intuitionistic logic in his two-variable fragment and complexity oh this fragment XI 247 First-order logics of branching time: on expressive power of temporal operators (with Kotikova E.A.)..... XIX 68 Sandu G. Dynamic logic versus GTS: A case study XIX 200 Shakhov V.I. Early application of logic to technology: Ehrenfest, Gersevanov, and Shestakov. From the applications of logic to civil engineering and relay schemes to the logical theory of the measurement of physical quantities (with Biryukov B.V.) XIV 73 Shalack V.I. A logic of terms XIV 286 About genetic method XVII 281 An alternative definition of logical consequence XIII 274 Logic of Abelian groups XI 290 Logic of functions vs logic of relations XVI 259 Logic of groups and free groups XI 298 Logical analysis of defenitional deduction XV 266 M.I. Sheinfinkel and combinatoric logic XV 274 On the concept of proof XIV 301 Protologic and its structure XX 196 Semiotic foundations of logic XIX 225 The logic of alternative logical consequence XIII 274 The logic of functional consequence XVIII 234 Two approaches to the construction of logic XVII 269 Shangin V.O. Natural deduction in a paracomplete setting (with Bolotov A.E.) XX 222

15 Bibliography of Logical Investigations 301 Natural deduction system for linear time temporal logic (with Bolotov A., Basukoski A., Grigoriev O.) XVII 71 Natural deduction systems of some logics with truth-value gluts and truth-value gaps XVII 293 Syntax and semantics of simple paracomplete logics (with Popov V.M.) XIX 235 Sheinfinkel M.I. On the brics of mathematical logic XV 232 Shiyan T.A. Modelling of logical knowledge and knowlegde-based deduction by means of databases XIV 306 Shkatov D.P. A general method of proving decidability of intuitionistic modal logics (with Alechina N.) XIII 5 Analogue of Makinson s theorem for the normal modal logics with Segerberg s operator XI 304 On modal logics with existential modality (with Alechina N.) XII 5 Shramko Y. V. Logic of computer networks (with Wansing H.) XII 119 Logical entailment and marked values (with Zaitsev D.V.) XI 126 Shuklin G.N. Intuitionistically acceptable paranormal logic (with Popov V.M.) XI 243 Smirnova E.D. A general approach to the construction of semantics and its methodological foundations XII 249 An approach to the interpretation on intensional contexts XIX 238 Epistemological and logico-semantical foundations of paradoxes XIV 271 Towards an explication of semantics concept of truth XI 262

16 302 Soloviev S. Non-standard reductions and categorical models in typed lambda-calculus (with Barral F., Chemouil D.) XII 300 Steshenko N.I. Analytic tableaux for Rogovsky s propositional logic... XV 185 Rogowsky s logic as a functional system XIII 142 Strollo A. A case for satisfaction classes: model theoretic vs axiomatic approaches to the notion of truth XIX 246 Suvorov V.V. Synthesis of logical axioms in hypercube structures space XI 267 Tamminga A. Correspondence analysis for strong three-valued logic.. XX 253 Tomova N.E. Implicative extensions of regular Kleene logics XVI 233 Natural p-logics XVII 256 Natural three-valued logics and classical logic XIX 344 On four-valued regular logics XV 223 Tonoyan L.G. The relation of logic following in Severin Boetsius s treatises XVIII 211 Vasyukov V.L. Dialogue games for Dishkant s quantum modal logic.. XIX 353 Logical pluralism and non-classical category theory.. XVIII 60 Metalogical pluralism and universal logic XVI 106 Non-Fregean guide for Husserlian and Meinongian jungles XI 99 Non-Fregean guidebook to Husserlean and Meynongian jungles. II XII 146 On the structure of universal logic XIII 95 Paraconsistent categories for paraconsistent logic..... XVII 69 The inner logic of universal logic XV 58

17 Bibliography of Logical Investigations 303 The problem of context of interpretation in universal logic XIV 105 Verstin I.S. Life and career of Victor Ivanovich Shestakov, the creator of the logical theory of relay schemes (with Levin V.I., Biryukov B.V.) XIV 27 Vladimirov A. A. On a concept of non-infinite set in constructive mathematics. Part I XVII 84 Voishvillo E. K. To the problem of the justification of apodictic knowledge..... XX 8 Wansing H. Logic of computer networks (with Shramko Y.) XII 119 Zaitsev D.V. Bipartite truth one logic (with Grigoriev O.M.).. XVII 121 Dispositionality, enthymeme and knowledge XX 46 Intuitionistic semantics of relevant consequence relation XV 106 Logical entailment and marked values (with Shramko Y. V.) XI 126 Proto-Entailment in RS logic XIX 260 Znamenskaya N.A. On the problem of expressibility operations of characteristic matrices of paraconsistent and paracomplete logics. XVIII 132 Znatnov S.Y. On the software for computer proofs XI 138

Logic and Philosophy of Science (LPS)

Logic and Philosophy of Science (LPS) Logic and Philosophy of Science (LPS) 1 Logic and Philosophy of Science (LPS) Courses LPS 29. Critical Reasoning. 4 Units. Introduction to analysis and reasoning. The concepts of argument, premise, and

More information

Introduction p. 1 The Elements of an Argument p. 1 Deduction and Induction p. 5 Deductive Argument Forms p. 7 Truth and Validity p. 8 Soundness p.

Introduction p. 1 The Elements of an Argument p. 1 Deduction and Induction p. 5 Deductive Argument Forms p. 7 Truth and Validity p. 8 Soundness p. Preface p. xi Introduction p. 1 The Elements of an Argument p. 1 Deduction and Induction p. 5 Deductive Argument Forms p. 7 Truth and Validity p. 8 Soundness p. 11 Consistency p. 12 Consistency and Validity

More information

From Pythagoras to the Digital Computer: The Intellectual Roots of Symbolic Artificial Intelligence

From Pythagoras to the Digital Computer: The Intellectual Roots of Symbolic Artificial Intelligence From Pythagoras to the Digital Computer: The Intellectual Roots of Symbolic Artificial Intelligence Volume I of Word and Flux: The Discrete and the Continuous In Computation, Philosophy, and Psychology

More information

Non-Classical Logics. Viorica Sofronie-Stokkermans Winter Semester 2012/2013

Non-Classical Logics. Viorica Sofronie-Stokkermans   Winter Semester 2012/2013 Non-Classical Logics Viorica Sofronie-Stokkermans E-mail: sofronie@uni-koblenz.de Winter Semester 2012/2013 1 Non-Classical Logics Alternatives to classical logic Extensions of classical logic 2 Non-Classical

More information

Peirce's Remarkable Rules of Inference

Peirce's Remarkable Rules of Inference Peirce's Remarkable Rules of Inference John F. Sowa Abstract. The rules of inference that Peirce invented for existential graphs are the simplest, most elegant, and most powerful rules ever proposed for

More information

Logical Foundations of Mathematics and Computational Complexity a gentle introduction

Logical Foundations of Mathematics and Computational Complexity a gentle introduction Pavel Pudlák Logical Foundations of Mathematics and Computational Complexity a gentle introduction January 18, 2013 Springer i Preface As the title states, this book is about logic, foundations and complexity.

More information

Scientific Philosophy

Scientific Philosophy Scientific Philosophy Gustavo E. Romero IAR-CONICET/UNLP, Argentina FCAGLP, UNLP, 2018 Philosophy of mathematics The philosophy of mathematics is the branch of philosophy that studies the philosophical

More information

Corcoran, J George Boole. Encyclopedia of Philosophy. 2nd edition. Detroit: Macmillan Reference USA, 2006

Corcoran, J George Boole. Encyclopedia of Philosophy. 2nd edition. Detroit: Macmillan Reference USA, 2006 Corcoran, J. 2006. George Boole. Encyclopedia of Philosophy. 2nd edition. Detroit: Macmillan Reference USA, 2006 BOOLE, GEORGE (1815-1864), English mathematician and logician, is regarded by many logicians

More information

Nissim Francez: Proof-theoretic Semantics College Publications, London, 2015, xx+415 pages

Nissim Francez: Proof-theoretic Semantics College Publications, London, 2015, xx+415 pages BOOK REVIEWS Organon F 23 (4) 2016: 551-560 Nissim Francez: Proof-theoretic Semantics College Publications, London, 2015, xx+415 pages During the second half of the twentieth century, most of logic bifurcated

More information

Sidestepping the holes of holism

Sidestepping the holes of holism Sidestepping the holes of holism Tadeusz Ciecierski taci@uw.edu.pl University of Warsaw Institute of Philosophy Piotr Wilkin pwl@mimuw.edu.pl University of Warsaw Institute of Philosophy / Institute of

More information

Mathematics, Proofs and Computation

Mathematics, Proofs and Computation Mathematics, Proofs and Computation Madhu Sudan Harvard January 4, 2016 IIT-Bombay: Math, Proofs, Computing 1 of 25 Logic, Mathematics, Proofs Reasoning: Start with body of knowledge. Add to body of knowledge

More information

cse371/mat371 LOGIC Professor Anita Wasilewska

cse371/mat371 LOGIC Professor Anita Wasilewska cse371/mat371 LOGIC Professor Anita Wasilewska LECTURE 1 LOGICS FOR COMPUTER SCIENCE: CLASSICAL and NON-CLASSICAL CHAPTER 1 Paradoxes and Puzzles Chapter 1 Introduction: Paradoxes and Puzzles PART 1: Logic

More information

Curry s Formalism as Structuralism

Curry s Formalism as Structuralism Curry s Formalism as Structuralism Jonathan P. Seldin Department of Mathematics and Computer Science University of Lethbridge Lethbridge, Alberta, Canada jonathan.seldin@uleth.ca http://www.cs.uleth.ca/

More information

METAMATHEMATICS OF FUZZY LOGIC

METAMATHEMATICS OF FUZZY LOGIC METAMATHEMATICS OF FUZZY LOGIC TRENDS IN LOGIC Studia Logica Library VOLUME 4 Managing Editor Ryszard Wojcicki, Institute ofphilosophy and Sociology, Polish Academy ofsciences, Warsaw, Poland Editors Petr

More information

Review. DuMMETT, MICHAEL. The elements of intuitionism. Oxford: Oxford University Press, 1977, χ+467 pages.

Review. DuMMETT, MICHAEL. The elements of intuitionism. Oxford: Oxford University Press, 1977, χ+467 pages. Review DuMMETT, MICHAEL. The elements of intuitionism. Oxford: Oxford University Press, 1977, χ+467 pages. Over the last twenty years, Dummett has written a long series of papers advocating a view on meaning

More information

STRUCTURES AND STRUCTURALISM IN CONTEMPORARY PHILOSOPHY OF MATHEMATICS

STRUCTURES AND STRUCTURALISM IN CONTEMPORARY PHILOSOPHY OF MATHEMATICS ERICH H. RECK and MICHAEL P. PRICE STRUCTURES AND STRUCTURALISM IN CONTEMPORARY PHILOSOPHY OF MATHEMATICS ABSTRACT. In recent philosophy of mathematics a variety of writers have presented structuralist

More information

INTRODUCTION TO AXIOMATIC SET THEORY

INTRODUCTION TO AXIOMATIC SET THEORY INTRODUCTION TO AXIOMATIC SET THEORY SYNTHESE LIBRARY MONOGRAPHS ON EPISTEMOLOGY, LOGIC, METHODOLOGY, PHILOSOPHY OF SCIENCE, SOCIOLOGY OF SCIENCE AND OF KNOWLEDGE, AND ON THE MATHEMATICAL METHODS OF SOCIAL

More information

LOGIC AND RISK AS QUALITATIVE AND QUANTITATIVE DIMENSIONS OF DECISION-MAKING PROCESS

LOGIC AND RISK AS QUALITATIVE AND QUANTITATIVE DIMENSIONS OF DECISION-MAKING PROCESS O P E R A T I O N S R E S E A R C H A N D D E C I S I O N S No. 3 2016 DOI: 10.5277/ord160302 Tadeusz GALANC 1 Wiktor KOŁWZAN 2 Jerzy PIERONEK 3 Agnieszka SKOWRONEK-GRĄDZIEL 2 LOGIC AND RISK AS QUALITATIVE

More information

Dan Nesher, Department of Philosophy University of Haifa, Israel

Dan Nesher, Department of Philosophy University of Haifa, Israel GÖDEL ON TRUTH AND PROOF: Epistemological Proof of Gödel s Conception of the Realistic Nature of Mathematical Theories and the Impossibility of Proving Their Incompleteness Formally Dan Nesher, Department

More information

Mathematical Principles of Fuzzy Logic

Mathematical Principles of Fuzzy Logic Mathematical Principles of Fuzzy Logic THE KLUWER INTERNATIONAL SERIES IN ENGINEERING AND COMPUTER SCIENCE MATHEMATICAL PRINCIPLES OF FUZZY LOGIC VILEM N O V K University of Ostrava Institute for Research

More information

Marya Dzisko-Schumann THE PROBLEM OF VALUES IN THE ARGUMETATION THEORY: FROM ARISTOTLE S RHETORICS TO PERELMAN S NEW RHETORIC

Marya Dzisko-Schumann THE PROBLEM OF VALUES IN THE ARGUMETATION THEORY: FROM ARISTOTLE S RHETORICS TO PERELMAN S NEW RHETORIC Marya Dzisko-Schumann THE PROBLEM OF VALUES IN THE ARGUMETATION THEORY: FROM ARISTOTLE S RHETORICS TO PERELMAN S NEW RHETORIC Abstract The Author presents the problem of values in the argumentation theory.

More information

THE PARADOX OF ANALYSIS

THE PARADOX OF ANALYSIS SBORNlK PRACl FILOZOFICKE FAKULTY BRNENSKE UNIVERZITY STUDIA MINORA FACULTATIS PHILOSOPHICAE UNIVERSITATIS BRUNENSIS B 39, 1992 PAVEL MATERNA THE PARADOX OF ANALYSIS 1. INTRODUCTION Any genuine paradox

More information

Aristotle: an ancient mathematical logician

Aristotle: an ancient mathematical logician University of Windsor Scholarship at UWindsor OSSA Conference Archive OSSA 3 May 15th, 9:00 AM - May 17th, 5:00 PM Aristotle: an ancient mathematical logician George Boger Canisius College Follow this

More information

ABSTRACTS HEURISTIC STRATEGIES. TEODOR DIMA Romanian Academy

ABSTRACTS HEURISTIC STRATEGIES. TEODOR DIMA Romanian Academy ABSTRACTS HEURISTIC STRATEGIES TEODOR DIMA Romanian Academy We are presenting shortly the steps of a heuristic strategy: preliminary preparation (assimilation, penetration, information gathering by means

More information

QUESTIONS AND LOGICAL ANALYSIS OF NATURAL LANGUAGE: THE CASE OF TRANSPARENT INTENSIONAL LOGIC MICHAL PELIŠ

QUESTIONS AND LOGICAL ANALYSIS OF NATURAL LANGUAGE: THE CASE OF TRANSPARENT INTENSIONAL LOGIC MICHAL PELIŠ Logique & Analyse 185 188 (2004), x x QUESTIONS AND LOGICAL ANALYSIS OF NATURAL LANGUAGE: THE CASE OF TRANSPARENT INTENSIONAL LOGIC MICHAL PELIŠ Abstract First, some basic notions of transparent intensional

More information

PROBLEMS OF SEMANTICS

PROBLEMS OF SEMANTICS PROBLEMS OF SEMANTICS BOSTON STUDIES IN THE PHILOSOPHY OF SCIENCE EDITED BY ROBERT S. COHEN AND MARX W. WARTOFSKY VOLUME 66 LADISLA V TONDL PROBLEMS OF SEMANTICS A Contribution to the Analysis of the Language

More information

Philosophical Problems of Foundations of Logic

Philosophical Problems of Foundations of Logic Studia Humana Volume 2:4 (2013), pp. 13 26 Alexander S. Karpenko Philosophical Problems of Foundations of Logic Russian Academy of Sciences, Moscow State University, Russia e-mail: as.karpenko@gmail.com

More information

Constructive mathematics and philosophy of mathematics

Constructive mathematics and philosophy of mathematics Constructive mathematics and philosophy of mathematics Laura Crosilla University of Leeds Constructive Mathematics: Foundations and practice Niš, 24 28 June 2013 Why am I interested in the philosophy of

More information

WHITEHEAD'S PHILOSOPHY OF SCIENCE AND METAPHYSICS

WHITEHEAD'S PHILOSOPHY OF SCIENCE AND METAPHYSICS WHITEHEAD'S PHILOSOPHY OF SCIENCE AND METAPHYSICS WHITEHEAD'S PHILOSOPHY OF SCIENCE AND METAPHYSICS AN INTRODUCTION TO HIS THOUGHT by WOLFE MAYS II MARTINUS NIJHOFF / THE HAGUE / 1977 FOR LAURENCE 1977

More information

Peirce and Semiotic an Introduction

Peirce and Semiotic an Introduction KODIKAS / CODE Ars Semeiotica Volume 36 (2013) # No. 3 4 Gunter Narr Verlag Tübingen Peirce and Semiotic an Introduction Charles Sanders Peirce (1839 1914) I am not going to re-state what I have already

More information

Computability and Logic, Fifth Edition

Computability and Logic, Fifth Edition Computability and Logic, Fifth Edition Computability and Logic has become a classic because of its accessibility to students without a mathematical background and because it covers not simply the staple

More information

LOGICO-SEMANTIC ASPECTS OF TRUTHFULNESS

LOGICO-SEMANTIC ASPECTS OF TRUTHFULNESS Bulletin of the Section of Logic Volume 13/3 (1984), pp. 1 5 reedition 2008 [original edition, pp. 125 131] Jana Yaneva LOGICO-SEMANTIC ASPECTS OF TRUTHFULNESS 1. I shall begin with two theses neither

More information

CONTINGENCY AND TIME. Gal YEHEZKEL

CONTINGENCY AND TIME. Gal YEHEZKEL CONTINGENCY AND TIME Gal YEHEZKEL ABSTRACT: In this article I offer an explanation of the need for contingent propositions in language. I argue that contingent propositions are required if and only if

More information

A Notion of Logical Concept based on Plural Reference

A Notion of Logical Concept based on Plural Reference A Notion of Logical Concept based on Plural Reference October 25, 2017 Abstract In To be is to be the object of a possible act of choice (6) the authors defended Boolos thesis that plural quantification

More information

Necessity in Kant; Subjective and Objective

Necessity in Kant; Subjective and Objective Necessity in Kant; Subjective and Objective DAVID T. LARSON University of Kansas Kant suggests that his contribution to philosophy is analogous to the contribution of Copernicus to astronomy each involves

More information

Cambridge Introductions to Philosophy new textbooks from cambridge

Cambridge Introductions to Philosophy new textbooks from cambridge Cambridge Introductions to Philosophy new textbooks from cambridge See the back page for details on how to order your free inspection copy www.cambridge.org/cip An Introduction to Political Philosophy

More information

Partial and Paraconsistent Approaches to Future Contingents in Tense Logic

Partial and Paraconsistent Approaches to Future Contingents in Tense Logic Partial and Paraconsistent Approaches to Future Contingents in Tense Logic Seiki Akama (C-Republic) akama@jcom.home.ne.jp Tetsuya Murai (Hokkaido University) murahiko@main.ist.hokudai.ac.jp Yasuo Kudo

More information

Well-Structured Mathematical Logic

Well-Structured Mathematical Logic Well-Structured Mathematical Logic Damon Scott Department of Mathematics Francis Marion University CAROLINA ACADEMIC PRESS Durham, North Carolina Copyright 2013 Damon Scott All Rights Reserved Library

More information

Part I I On the Methodology oj the Social Sciences

Part I I On the Methodology oj the Social Sciences Preface by H. L. VAN BREDA Editor's Note Introduction by MAURICE NATANSON VI XXIII XXV Part I I On the Methodology oj the Social Sciences COMMON-SENSE AND SCIENTIFIC INTERPRETATION OF HUMAN ACTION 3 I.

More information

13 QUESTIONS ABOUT UNIVERSAL LOGIC

13 QUESTIONS ABOUT UNIVERSAL LOGIC Bulletin of the Section of Logic Volume 35:2/3 (2006), pp. 133 150 Jean-Yves Béziau 13 QUESTIONS ABOUT UNIVERSAL LOGIC 13 questions to Jean-Yves Béziau, by Linda Eastwood The expression universal logic

More information

Frege s Philosophy. Course Outline and Selected Reading

Frege s Philosophy. Course Outline and Selected Reading Frege s Philosophy Course Outline and Selected Reading The main text for this course is: Frege, Gottlob, (FR) The Frege Reader, ed. (Blackwell, 1997) This contains a selection of Frege s writings, including

More information

Hermann GraBmann. From Past to Future: GraBmann 1 s Work in Context. ? Birkhauser. GraBmann Bicentennial Conference, September 2009

Hermann GraBmann. From Past to Future: GraBmann 1 s Work in Context. ? Birkhauser. GraBmann Bicentennial Conference, September 2009 Hermann GraBmann From Past to Future: GraBmann 1 s Work in Context GraBmann Bicentennial Conference, September 2009 Hans-Joachim Petsche Albert C. Lewis Jorg Liesen Steve Russ Editors? Birkhauser Preface

More information

PRIYADARSHINI COLLEGE OF ENGINEERING CRPF CAMPUS HINGNA ROAD, NAGPUR DATABASES 1. CD S OF VIDEO LECTURES BY CET IIT KHARAGHPUR

PRIYADARSHINI COLLEGE OF ENGINEERING CRPF CAMPUS HINGNA ROAD, NAGPUR DATABASES 1. CD S OF VIDEO LECTURES BY CET IIT KHARAGHPUR PRIYADARSHINI COLLEGE OF ENGINEERING CRPF CAMPUS HINGNA ROAD, NAGPUR DATABASES 1. CD S OF VIDEO LECTURES BY CET IIT KHARAGHPUR Sr. No Course Name Faculty Name Approx Duration Mechanical No. of Courses

More information

Department of Philosophy Florida State University

Department of Philosophy Florida State University Department of Philosophy Florida State University Undergraduate Courses PHI 2010. Introduction to Philosophy (3). An introduction to some of the central problems in philosophy. Students will also learn

More information

Do Not Claim Too Much: Second-order Logic and First-order Logic

Do Not Claim Too Much: Second-order Logic and First-order Logic Do Not Claim Too Much: Second-order Logic and First-order Logic STEWART SHAPIRO* I once heard a story about a museum that claimed to have the skull of Christopher Columbus. In fact, they claimed to have

More information

TRANSCENDENTAL ANALYSIS OF MATHEMATICS: THE TRANSCENDENTAL CONSTRUCTIVISM (PRAGMATISM) AS THE PROGRAM OF FOUNDATION OF MATHEMATICS

TRANSCENDENTAL ANALYSIS OF MATHEMATICS: THE TRANSCENDENTAL CONSTRUCTIVISM (PRAGMATISM) AS THE PROGRAM OF FOUNDATION OF MATHEMATICS Sergey Katrechko TRANSCENDENTAL ANALYSIS OF MATHEMATICS: THE TRANSCENDENTAL CONSTRUCTIVISM (PRAGMATISM) AS THE PROGRAM OF FOUNDATION OF MATHEMATICS BASIC RESEARCH PROGRAM WORKING PAPERS SERIES: HUMANITIES

More information

NON-NORMAL DIALOGICS FOR A WONDERFUL WORLD AND MORE.

NON-NORMAL DIALOGICS FOR A WONDERFUL WORLD AND MORE. NON-NORMAL DIALOGICS FOR A WONDERFUL WORLD AND MORE. Shahid Rahman Université Lille 3 Abstract: The aim of the paper is to offer a dialogical interpretation of non-normal modal logic which will suggest

More information

1 in the sense of constructive, not of theoretical content

1 in the sense of constructive, not of theoretical content Introduction The current orientation toward the structural model of science is still in full impetus, not only in metatheoretical analyses, but also in the constitution of science itself as the object

More information

The Strengths and Weaknesses of Frege's Critique of Locke By Tony Walton

The Strengths and Weaknesses of Frege's Critique of Locke By Tony Walton The Strengths and Weaknesses of Frege's Critique of Locke By Tony Walton This essay will explore a number of issues raised by the approaches to the philosophy of language offered by Locke and Frege. This

More information

Chapter 1 Overview of Music Theories

Chapter 1 Overview of Music Theories Chapter 1 Overview of Music Theories The title of this chapter states Music Theories in the plural and not the singular Music Theory or Theory of Music. Probably no single theory will ever cover the enormous

More information

Articulating Medieval Logic, by Terence Parsons. Oxford: Oxford University Press,

Articulating Medieval Logic, by Terence Parsons. Oxford: Oxford University Press, Articulating Medieval Logic, by Terence Parsons. Oxford: Oxford University Press, 2014. Pp. xiii + 331. H/b 50.00. This is a very exciting book that makes some bold claims about the power of medieval logic.

More information

124 Philosophy of Mathematics

124 Philosophy of Mathematics From Plato to Christian Wüthrich http://philosophy.ucsd.edu/faculty/wuthrich/ 124 Philosophy of Mathematics Plato (Πλάτ ων, 428/7-348/7 BCE) Plato on mathematics, and mathematics on Plato Aristotle, the

More information

Introduction Section 1: Logic. The basic purpose is to learn some elementary logic.

Introduction Section 1: Logic. The basic purpose is to learn some elementary logic. 1 Introduction About this course I hope that this course to be a practical one where you learn to read and write proofs yourselves. I will not present too much technical materials. The lecture pdf will

More information

Foundations in Data Semantics. Chapter 4

Foundations in Data Semantics. Chapter 4 Foundations in Data Semantics Chapter 4 1 Introduction IT is inherently incapable of the analog processing the human brain is capable of. Why? Digital structures consisting of 1s and 0s Rule-based system

More information

Lecture 10 Popper s Propensity Theory; Hájek s Metatheory

Lecture 10 Popper s Propensity Theory; Hájek s Metatheory Lecture 10 Popper s Propensity Theory; Hájek s Metatheory Patrick Maher Philosophy 517 Spring 2007 Popper s propensity theory Introduction One of the principal challenges confronting any objectivist theory

More information

Designing a Deductive Foundation System

Designing a Deductive Foundation System Designing a Deductive Foundation System Roger Bishop Jones Date: 2009/05/06 10:02:41 Abstract. A discussion of issues in the design of formal logical foundation systems suitable for use in machine supported

More information

COMPUTER ENGINEERING SERIES

COMPUTER ENGINEERING SERIES COMPUTER ENGINEERING SERIES Musical Rhetoric Foundations and Annotation Schemes Patrick Saint-Dizier Musical Rhetoric FOCUS SERIES Series Editor Jean-Charles Pomerol Musical Rhetoric Foundations and

More information

THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE

THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE Volker Halbach draft version please don t quote 2nd June 2016 Consequentia formalis vocatur quae in omnibus terminis valet retenta forma consimili. Vel

More information

1 Introduction Steganography and Steganalysis as Empirical Sciences Objective and Approach Outline... 4

1 Introduction Steganography and Steganalysis as Empirical Sciences Objective and Approach Outline... 4 Contents 1 Introduction... 1 1.1 Steganography and Steganalysis as Empirical Sciences... 1 1.2 Objective and Approach... 2 1.3 Outline... 4 Part I Background and Advances in Theory 2 Principles of Modern

More information

ASPECTS OF ARISTOTLE'S LOGIC OF MODALITIES

ASPECTS OF ARISTOTLE'S LOGIC OF MODALITIES ASPECTS OF ARISTOTLE'S LOGIC OF MODALITIES SYNTHESE HISTORICAL LIBRARY TEXTS AND STUDIES IN THE IllSTORY OF LOGIC AND PIffi.,OSOPHY Editors: N. KRETZMANN, Cornell University G. NUCHELMANS, University of

More information

Philosophy Department Expanded Course Descriptions Fall, 2007

Philosophy Department Expanded Course Descriptions Fall, 2007 Philosophy Department Expanded Course Descriptions Fall, 2007 PHILOSOPHY 1 INTRODUCTION TO PHILOSOPHY Michael Glanzberg MWF 10:00-10:50a.m., 194 Chemistry CRNs: 66606-66617 Reason and Responsibility, J.

More information

Faceted classification as the basis of all information retrieval. A view from the twenty-first century

Faceted classification as the basis of all information retrieval. A view from the twenty-first century Faceted classification as the basis of all information retrieval A view from the twenty-first century The Classification Research Group Agenda: in the 1950s the Classification Research Group was formed

More information

Digital Principles and Design

Digital Principles and Design Digital Principles and Design Donald D. Givone University at Buffalo The State University of New York Grauu Boston Burr Ridge, IL Dubuque, IA Madison, Wl New York San Francisco St. Louis Bangkok Bogota

More information

PRIOR ON THE LOGIC AND THE METAPHYSICS OF TIME

PRIOR ON THE LOGIC AND THE METAPHYSICS OF TIME PRIOR ON THE LOGIC AND THE METAPHYSICS OF TIME ROBERTA BALLARIN Abstract In this paper I explore three related topics emerging from Prior s work on the logic of time. First, what is the proper province

More information

By Tetsushi Hirano. PHENOMENOLOGY at the University College of Dublin on June 21 st 2013)

By Tetsushi Hirano. PHENOMENOLOGY at the University College of Dublin on June 21 st 2013) The Phenomenological Notion of Sense as Acquaintance with Background (Read at the Conference PHILOSOPHICAL REVOLUTIONS: PRAGMATISM, ANALYTIC PHILOSOPHY AND PHENOMENOLOGY 1895-1935 at the University College

More information

Penultimate draft of a review which will appear in History and Philosophy of. $ ISBN: (hardback); ISBN:

Penultimate draft of a review which will appear in History and Philosophy of. $ ISBN: (hardback); ISBN: Penultimate draft of a review which will appear in History and Philosophy of Logic, DOI 10.1080/01445340.2016.1146202 PIERANNA GARAVASO and NICLA VASSALLO, Frege on Thinking and Its Epistemic Significance.

More information

Singular Propositions, Abstract Constituents, and Propositional Attitudes

Singular Propositions, Abstract Constituents, and Propositional Attitudes Edward N. Zalta 2 Singular Propositions, Abstract Constituents, and Propositional Attitudes Edward N. Zalta Philosophy/CSLI Stanford University Consider one apparent conflict between Frege s ideas in [1892]

More information

Università della Svizzera italiana. Faculty of Communication Sciences. Master of Arts in Philosophy 2017/18

Università della Svizzera italiana. Faculty of Communication Sciences. Master of Arts in Philosophy 2017/18 Università della Svizzera italiana Faculty of Communication Sciences Master of Arts in Philosophy 2017/18 Philosophy. The Master in Philosophy at USI is a research master with a special focus on theoretical

More information

in this web service Cambridge University Press

in this web service Cambridge University Press Aristotle was both a metaphysician and the inventor of formal logic, including the logic of possibility and necessity. Aristotle's Modal Logic presents a new interpretation of Aristotle's logic by arguing

More information

Reply to Stalnaker. Timothy Williamson. In Models and Reality, Robert Stalnaker responds to the tensions discerned in Modal Logic

Reply to Stalnaker. Timothy Williamson. In Models and Reality, Robert Stalnaker responds to the tensions discerned in Modal Logic 1 Reply to Stalnaker Timothy Williamson In Models and Reality, Robert Stalnaker responds to the tensions discerned in Modal Logic as Metaphysics between contingentism in modal metaphysics and the use of

More information

PHILOSOPH ICAL PERSPECTI VES ON PROOF IN MATHEMATI CS EDUCATION

PHILOSOPH ICAL PERSPECTI VES ON PROOF IN MATHEMATI CS EDUCATION PHILOSOPH ICAL PERSPECTI VES ON PROOF IN MATHEMATI CS EDUCATION LEE, Joong Kwoen Dept. of Math. Ed., Dongguk University, 26 Pil-dong, Jung-gu, Seoul 100-715, Korea; joonglee@dgu.edu ABSTRACT This research

More information

Internal Realism. Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany

Internal Realism. Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany Internal Realism Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany This essay deals characterizes a version of internal realism. In I will argue that for semantical

More information

Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany

Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany Internal Realism Manuel Bremer University Lecturer, Philosophy Department, University of Düsseldorf, Germany Abstract. This essay characterizes a version of internal realism. In I will argue that for semantical

More information

1 Mathematics and its philosophy

1 Mathematics and its philosophy 1 Mathematics and its philosophy Mathematics is the queen of the sciences and arithmetic is the queen of mathematics. She often condescends to render service to astronomy and other natural sciences, but

More information

KANT S TRANSCENDENTAL LOGIC

KANT S TRANSCENDENTAL LOGIC KANT S TRANSCENDENTAL LOGIC This part of the book deals with the conditions under which judgments can express truths about objects. Here Kant tries to explain how thought about objects given in space and

More information

Pensées Canadiennes. Canadian Undergraduate Journal of Philosophy. Revue de philosophie des étudiants au baccalauréat du Canada VOLUME 10, 2012

Pensées Canadiennes. Canadian Undergraduate Journal of Philosophy. Revue de philosophie des étudiants au baccalauréat du Canada VOLUME 10, 2012 Pensées Canadiennes VOLUME 10, 2012 Canadian Undergraduate Journal of Philosophy Revue de philosophie des étudiants au baccalauréat du Canada 27 Inventing Logic: The Löwenheim-Skolem Theorem and Firstand

More information

THE MATHEMATICS. Javier F. A. Guachalla H. The mathematics

THE MATHEMATICS. Javier F. A. Guachalla H. The mathematics Universidad Mayor de San Andrés Facultad de Ciencias Puras y Naturales Carrera de Matemática THE MATHEMATICS Javier F. A. Guachalla H. La Paz Bolivia 2005 1 To my family 2 CONTENTS Prologue Introduction

More information

The Language Revolution Russell Marcus Fall Class #7 Final Thoughts on Frege on Sense and Reference

The Language Revolution Russell Marcus Fall Class #7 Final Thoughts on Frege on Sense and Reference The Language Revolution Russell Marcus Fall 2015 Class #7 Final Thoughts on Frege on Sense and Reference Frege s Puzzles Frege s sense/reference distinction solves all three. P The problem of cognitive

More information

SCIENTIFIC KNOWLEDGE AND RELIGIOUS RELATION TO REALITY

SCIENTIFIC KNOWLEDGE AND RELIGIOUS RELATION TO REALITY European Journal of Science and Theology, December 2007, Vol.3, No.4, 39-48 SCIENTIFIC KNOWLEDGE AND RELIGIOUS RELATION TO REALITY Javier Leach Facultad de Informática, Universidad Complutense, C/Profesor

More information

THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE

THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE THE SUBSTITUTIONAL ANALYSIS OF LOGICAL CONSEQUENCE Volker Halbach 9th July 2016 Consequentia formalis vocatur quae in omnibus terminis valet retenta forma consimili. Vel si vis expresse loqui de vi sermonis,

More information

Replies to the Critics

Replies to the Critics Edward N. Zalta 2 Replies to the Critics Edward N. Zalta Center for the Study of Language and Information Stanford University Menzel s Commentary Menzel s commentary is a tightly focused, extended argument

More information

AAL Timetable and Abstracts

AAL Timetable and Abstracts AAL 2012 Timetable and Abstracts Contents Timetable 1 Friday 29 June.............................. 1 Saturday 30 June............................. 1 Logic and Computation 2 Ranjit Nair................................

More information

CONTENTS II. THE PURE OBJECT AND ITS INDIFFERENCE TO BEING

CONTENTS II. THE PURE OBJECT AND ITS INDIFFERENCE TO BEING CONTENTS I. THE DOCTRINE OF CONTENT AND OBJECT I. The doctrine of content in relation to modern English realism II. Brentano's doctrine of intentionality. The distinction of the idea, the judgement and

More information

Peircean concept of sign. How many concepts of normative sign are needed. How to clarify the meaning of the Peircean concept of sign?

Peircean concept of sign. How many concepts of normative sign are needed. How to clarify the meaning of the Peircean concept of sign? How many concepts of normative sign are needed About limits of applying Peircean concept of logical sign University of Tampere Department of Mathematics, Statistics, and Philosophy Peircean concept of

More information

Part III: How to Present in the Health Sciences

Part III: How to Present in the Health Sciences CONTENTS Preface Foreword xvii xix 1. An Overview of Writing and Publishing in the Health Sciences 1 Part I: How to Write in the Health Sciences 2. How to Write Effectively: Making Reading Easier 29 3.

More information

1/8. Axioms of Intuition

1/8. Axioms of Intuition 1/8 Axioms of Intuition Kant now turns to working out in detail the schematization of the categories, demonstrating how this supplies us with the principles that govern experience. Prior to doing so he

More information

FINDING AID TO THE PHILOSOPHY BORN OF STRUGGLE CONFERENCE RECORDS

FINDING AID TO THE PHILOSOPHY BORN OF STRUGGLE CONFERENCE RECORDS FINDING AID TO THE PHILOSOPHY BORN OF STRUGGLE CONFERENCE RECORDS Purdue University Libraries Virginia Kelly Karnes Archives and Special Collections Research Center 504 West State Street West Lafayette,

More information

Philosophy of Information: Revolution in Philosophy. Towards an Informational Metaphilosophy of Science

Philosophy of Information: Revolution in Philosophy. Towards an Informational Metaphilosophy of Science philosophies Article Philosophy of Information: Revolution in Philosophy. Towards an Informational Metaphilosophy of Science Kun Wu 1 and Joseph Brenner 1,2, * 1 International Center for the Philosophy

More information

Credibility and the Continuing Struggle to Find Truth. We consume a great amount of information in our day-to-day lives, whether it is

Credibility and the Continuing Struggle to Find Truth. We consume a great amount of information in our day-to-day lives, whether it is 1 Tonka Lulgjuraj Lulgjuraj Professor Hugh Culik English 1190 10 October 2012 Credibility and the Continuing Struggle to Find Truth We consume a great amount of information in our day-to-day lives, whether

More information

Structural Realism, Scientific Change, and Partial Structures

Structural Realism, Scientific Change, and Partial Structures Otávio Bueno Structural Realism, Scientific Change, and Partial Structures Abstract. Scientific change has two important dimensions: conceptual change and structural change. In this paper, I argue that

More information

MODULE 4. Is Philosophy Research? Music Education Philosophy Journals and Symposia

MODULE 4. Is Philosophy Research? Music Education Philosophy Journals and Symposia Modes of Inquiry II: Philosophical Research and the Philosophy of Research So What is Art? Kimberly C. Walls October 30, 2007 MODULE 4 Is Philosophy Research? Phelps, et al Rainbow & Froelich Heller &

More information

Is Genetic Epistemology of Any Interest for Semiotics?

Is Genetic Epistemology of Any Interest for Semiotics? Daniele Barbieri Is Genetic Epistemology of Any Interest for Semiotics? At the beginning there was cybernetics, Gregory Bateson, and Jean Piaget. Then Ilya Prigogine, and new biology came; and eventually

More information

Chapter-6. Reference and Information Sources. Downloaded from Contents. 6.0 Introduction

Chapter-6. Reference and Information Sources. Downloaded from   Contents. 6.0 Introduction Chapter-6 Reference and Information Sources After studying this session, students will be able to: Understand the concept of an information source; Study the need of information sources; Learn about various

More information

Ontological and historical responsibility. The condition of possibility

Ontological and historical responsibility. The condition of possibility Ontological and historical responsibility The condition of possibility Vasil Penchev Bulgarian Academy of Sciences: Institute for the Study of Societies of Knowledge vasildinev@gmail.com The Historical

More information

Consistency and Completeness of OMEGA, a Logic for Knowledge Representation

Consistency and Completeness of OMEGA, a Logic for Knowledge Representation Consistency and Completeness of OMEGA, a Logic for Knowledge Representation Giuseppe Massachusetts Institute of Technology 545 Technology Square Cambridge, Mass. 02139 li and Maria Simi Istituto di Scierue

More information

QUANTIFICATION IN AFRICAN LOGIC. Jonathan M. O. Chimakonam Ph.D Department of Philosophy University of Calabar, Nigeria

QUANTIFICATION IN AFRICAN LOGIC. Jonathan M. O. Chimakonam Ph.D Department of Philosophy University of Calabar, Nigeria Filosofia Theoretica: Journal of African Philosophy, Culture and Religion QUANTIFICATION IN AFRICAN LOGIC 1. Predication Jonathan M. O. Chimakonam Ph.D Department of Philosophy University of Calabar, Nigeria

More information

BOOK REVIEW. William W. Davis

BOOK REVIEW. William W. Davis BOOK REVIEW William W. Davis Douglas R. Hofstadter: Codel, Escher, Bach: an Eternal Golden Braid. Pp. xxl + 777. New York: Basic Books, Inc., Publishers, 1979. Hardcover, $10.50. This is, principle something

More information

Phenomenology Glossary

Phenomenology Glossary Phenomenology Glossary Phenomenology: Phenomenology is the science of phenomena: of the way things show up, appear, or are given to a subject in their conscious experience. Phenomenology tries to describe

More information

1 Objects and Logic. 1. Abstract objects

1 Objects and Logic. 1. Abstract objects 1 Objects and Logic 1. Abstract objects The language of mathematics speaks of objects. This is a rather trivial statement; it is not certain that we can conceive any developed language that does not. What

More information

Background to Gottlob Frege

Background to Gottlob Frege Background to Gottlob Frege Gottlob Frege (1848 1925) Life s work: logicism (the reduction of arithmetic to logic). This entailed: Inventing (discovering?) modern logic, including quantification, variables,

More information