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Logic And Set Theory:     more books (100)

Problems in the theory of sets, Math. logic and theory. ALG-mov / Zadachi po teorii mnozhestv, mat. logike i teor. alg-mov by Maksimova L.L. Lavrov I.A., 2009 Set Theory and Its Logic. Revised Edition by Willard Van Orman Quine, 1971 Logic and Set Theory by Philip M. And Frank J. Avenoso Cheifetz, 1970 Interval Neutrosophic Sets and Logic: Theory and Applications in Computing by Haibin Wang; Florentin Smarandache; Yan-Qing Zhang; Rajshekhar Sunderraman, 2005-05-31 Logic and Set Theory with Applications by Avenoso, Delitsky Cheifetz, 2009 Mathematical Logic: First-order logic, Set theory, Model theory, Recursion theory, Proof theory, Foundations of mathematics, Philosophy of mathematics, Formalism (mathematics), History of logic Logic and set theory: With an introduction to computer programming by Philip M Cheifetz, 1983 Logic and set theory by Maurice D Weir, 1972 Elements of Mathematical Logic and Set Theory by Slupecki J. L. Borkowski O. Wojtasiewicz Trans., Computational Logic and Set Theory (Texts in Computer Science) by Jacob Schwartz, Eugenio Omodeo, et all 2005-05 Elements of Mathematical Logic and Set Theory by J.; Borkowski, L. Slupecki, 1967 Elements of mathematical logic and set theory by Jerzy Sl/upecki, 1967 Logic and set theory: A programmed approach by Philip M Cheifetz, 1969 Topology, logic and set theory I (Internal report) by Gary G Miller, 1988

lists with details

61. Dana Scott's Home Page
    Carnegie Mellon University Model theory, set theory, foundations of logic and mathematics, symbolic mathematical computation.  
    http://www.cs.cmu.edu/~scott/

62. 1.1. Notation And Set Theory
    So far, we have reviewed a few basic facts from set theory, and also got an thosedefinitions we derive new results, based on old results, notation, and logic.  
    http://www.shu.edu/projects/reals/logic/notation.html
    
    Extractions: 1.1. Notation and Set Theory IRA Sets are the most basic building blocks in mathematics, and it is in fact not easy to give a precise definition of the mathematical object set . Once sets are introduced, however, one can compare them, define operations similar to addition and multiplication on them, and use them to define new objects such as various kinds of number systems. In fact, most of the topics in modern analysis are ultimately based on sets. Therefore, it is good to have a basic understanding of sets, and we will review a few elementary facts in this section. Most, if not all, of this section should be familiar and its main purpose is to define the basic notation so that there will be no confusion in the remainder of this text. Definition 1.1.1: Sets and Operations on Sets A set is a collection of objects chosen from some universe. The universe is usually understood from the context. Sets are denoted by capital, bold letters or curly brackets. A B A is a subset of B means that every element in A is also contained in B A B A union B is the set of all elements that are either in A or in B or in both.

63. Logic At Leeds - Homepage
    Mathematical logic Group. Research areas recursion theory, model theory, set theory and foundations, proof theory, and in applications to algebra, analysis and theoretical computer science. Members, events, seminars.  
    http://www.amsta.leeds.ac.uk/Pure/logic/
    
    Extractions: outside links The group is one of the largest and most active in Europe, with an international reputation for research in several of the main areas of mathematical logic - computability theory, model theory, set theory and foundations, proof theory, and in applications to algebra, analysis and theoretical computer science. The group has been very successful in obtaining EPSRC and EU support for Research Students and Post-Doctoral Fellows, and has been the focus of extensive international collaboration via various research projects and networks in proof theory, computability theory and model theory. Our past postgraduates and researchers have been very successful in moving to research or teaching positions in Mathematics and Computer Science departments around the world. Further details of individual staff's research interests can be found on their homepages, accessed via the links on the left. Applications to visit or to pursue research within the Leeds Logic Group are always welcome. Please contact our postgraduate tutor, Prof. Dugald Macpherson for more information: The British Logic Colloquium 2004 , will be at the University of Leeds, September 6 - 8.

64. SCHOOL OF MATHEMATICS
    Department of Mathematics, logic Group. Research interests model theory, uncertain reasoning and logical aspects of AI, variants of classical set theory and their applications, and formalisation in theory and practice. Members, courses.  
    http://www.maths.man.ac.uk/DeptWeb/Groups/Logic/LogicResearch.html

65. Modern Logic Home Page
    International Journal for the History of Mathematical logic, set theory, and Foundations of Mathematics.  
    http://www.ed.ac.uk/~pmilne/ml/home.html
    
    Extractions: Starting with Volume 9, the journal is to continue as The Review of Modern Logic Contents Modern Logic is currently abstracted in Bibliograficheskikh Ukazatelyakh Current Mathematical Publications Historia Mathematica Mathematical Reviews Referativnyi Zhurnal - Matematika Referativnyi Zhurnal - Filosofiya i Sotsiologiya Zentralblatt fuer Mathematik and the MathSci online database, and has exchange agreements with From the Logical Point of View Logique et Analyse LLULL: Revista de la Sociedad Espanola de Historia des las Ciencas y de las Tecnicas Manuscrito Mathesis Revue d'Histoire des Mathematiques Russell Studia Logica and Synthesis Philosophica/Filozofska Istrazivanja

66. 6th Barcelona Logic Meeting
    6th Barcelona logic Meeting, 58 July 2000 - Barcelona, Spain - Areas emphasized are algebraic logic, model theory and set theory.  
    http://www.crm.es/pastactivities/Act1999-2000/6blm.htm
    
    Extractions: (updated July 4) The Sixth Barcelona Logic Meeting will be held from Wednesday, July 5th to Saturday, July 8th, 2000 in the Institut d'Estudis Catalans, IEC , Carme 47, Barcelona (note that in previous announcements the dates were 6 to 8). The meeting will be devoted to all areas of Mathematical Logic, with an emphasis in Algebraic Logic, Model Theory and Set Theory. The scientific program will consist of several one-hour invited lectures and a number of twenty-minute contributed talks. The 6th BLM is financially supported by the European Union in its "Euroconferences" series, by the spanish Ministry of Science and Culture and by the University of Barcelona. It is administratively supported by the Centre de Recerca Matemàtica of the Institut d'Estudis Catalans. We are also expecting financial support from other Catalan universities and Catalan funding agencies. The 6th BLM has been recognized as a satellite conference of the 3rd European Congress of Mathematics, to be held in Barcelona, July 10-14, 2000 under the auspices of the European Mathematical Society. Scientific and Organizing Committee JOAN BAGARIA Universitat de Barcelona ENRIQUE CASANOVAS Universitat de Barcelona RAFEL FARRÉ Universitat Politècnica de Catalunya JOSEP MARIA FONT Universitat de Barcelona JUAN CARLOS MARTÍNEZ Universitat de Barcelona HIROAKIRA ONO Japan Advanced Institute of Science and Technology MARGARITA OTERO

67. Topic: Logic, Set Theory, And Algebra [ 0210-v ]
    Topic logic, set theory, and algebra Topics General, Mathematical methods inphysics, logic, set theory, and algebra, Your browser is not able to display  
    http://topics.aip.org/0210-_FS.html

68. Set Theory And Logic - Numericana
    Final Answers © 20002004 Gérard P. Michon, Ph.D. set theory and logic.The Barber s Dilemma. set theory logic. (Ashlee of Braithwaite, LA.  
    http://home.att.net/~numericana/answer/sets.htm
    
    Extractions: Does the barber shave himself? Stay away from the many "cute" answers that do not really address the question: The barber can't be a woman (otherwise the term "himself" used in the question would be improper). It would also be cheating to consider that the barber is a boy (and therefore not a "man") or any other kind of non-human male creature for that matter... The dilemma remains (it's not a paradadox, as we shall see): If the barber doesn't shave himself then he shaves himself. If he shaves himself, then he doesn't shave himself. The answer to this classic "problem" is simple: There cannot possibly be any such barber!

69. Russell's Paradox
    Discovered by Bertrand Russell in 1901, the paradox has prompted much workin logic, set theory and the philosophy and foundations of mathematics.  
    http://plato.stanford.edu/entries/russell-paradox/
    
    Extractions: MAY Russell's paradox is the most famous of the logical or set-theoretical paradoxes. The paradox arises within naive set theory by considering the set of all sets that are not members of themselves. Such a set appears to be a member of itself if and only if it is not a member of itself, hence the paradox. Some sets, such as the set of all teacups, are not members of themselves. Other sets, such as the set of all non-teacups, are members of themselves. Call the set of all sets that are not members of themselves " R ." If R is a member of itself, then by definition it must not be a member of itself. Similarly, if R is not a member of itself, then by definition it must be a member of itself. Discovered by Bertrand Russell in 1901, the paradox has prompted much work in logic, set theory and the philosophy and foundations of mathematics. Russell appears to have discovered his paradox in the late spring of 1901

70. Set Theory, Logic, Probability Statistics - Technology Services
    Physics Help and Math Help Physics Forums Mathematics set theory,logic, Probability Statistics. View Statistics. Click Here.  
    http://www.physicsforums.com/archive/f-78

71. Physics Help And Math Help - Physics Forums - Set Theory, Logic, Probability & S
    Reload this Page set theory, logic, Probability Statistics. User Name, RememberMe? Threads in Forum set theory, logic, Probability Statistics, Forum Tools.  
    http://www.physicsforums.com/forumdisplay.php?f=78

72. Set Theory And Its Logic
    set theory and Its logic. set theory and Its logic by Authors Willard V. QuineReleased June, 1969 ISBN 0674802071 Paperback Sales Rank 278,833,  
    http://www.phil-books.com/Set_Theory_and_Its_Logic_0674802071.html

73. Earliest Uses Of Symbols Of Set Theory And Logic
    Earliest Uses of Symbols of set theory and logic. Last updated July 14,1999 Intersection and union. Giuseppe Peano (18581932) introduced  
    http://mail.mcjh.kl.edu.tw/~chenkwn/mathword/set.html
    
    Extractions: Earliest Uses of Symbols of Set Theory and Logic Last updated: July 14, 1999 Intersection and union. Giuseppe Peano (1858-1932) introduced and in 1888 in Calcolo geometrico secondo l'Ausdehnungslehre di H. Grassmann (Cajori vol. 2, page 298). According to Schwartzman (p. 118) the intersection symbol above dates back to Leibniz "who also used it to indicate regular multiplication." Cajori says Leibniz used the symbol for multiplication, but seems not to confirm that he used it for intersection. Existence. Peano used in volume II, number 1, of his which was published in 1897 (Cajori vol. 2, page 300). Membership. Peano used in the introduction to volume I of his which was published in Turin in 1895, although the introduction itself is dated 1894 (Cajori vol. 2, page 300). The website at the University of St. Andrews states that Peano introduced the symbol in 1889 and that it comes from the first letter if the Greek word meaning "is." Peano's symbol for membership was an ordinary epsilon ; the stylized epsilon now used was adopted by Bertrand Russell in Principles of Mathematics Such that.

74. Basics Of Fuzzy Logic And Fuzzy Set Theory
    Basics of Fuzzy logic and Fuzzy set theory. The concept of fuzzy setand fuzzy logic were introduced by Zadeh Zadeh, 1965. Zadeh  
    http://www.ncst.ernet.in/kbcs/vivek/issues/11.1/sam/node2.html
    
    Extractions: Next: Neonatal Resuscitation Management: An Up: On Fuzzy Concepts in Previous: Introduction Having obtained the numerical representation of these linguistic terms, one has to define the set theoretic operations of union, intersection and complementation along with their logical counterparts of conjunction, disjunction and complementation as follows: Union (logical OR)- the membership of an element in the union of two fuzzy sets is the larger of the memberships in these sets. (A OR B) = max((A), (B))

75. Science, Math, Logic And Foundations: Set Theory
    A Crash Course in the Mathematics of Infinite sets A introductory guide forphilosophers by Peter Suber, explaining the use of infinitary set theory.  
    http://www.combose.com/Science/Math/Logic_and_Foundations/Set_Theory/
    
    Extractions: A Crash Course in the Mathematics of Infinite Sets - A introductory guide for philosophers by Peter Suber, explaining the use of infinitary set theory. Axiom of Choice and Continuum Hypothesis - Part of the Frequently Asked Questions in Mathematics. Bounded Set Theory - A weak version of ordinary set theory using bounded quantification. Papers and software. Cantor's Theorem - Article in the Platonic Realms, describing Cantor's diagonal argument that proved that infinity comes in many different 'sizes'. Consequences of the Axiom of Choice Project - Project to keep the book (also named in the title), describing forms related to the Axiom of Choice and their implications, updated. Equivalence Relation - Encyclopedia entry on equivalence relations and their role in set theory. Infinite Ink: The Continuum Hypothesis, by Nancy McGough - History, mathematics, metamathematics, and philosophy of Cantor's Continuum Hypothesis Issues in Commonsense Set Theory - Paper by M¼jdat Pakkan and Varol Akman Metamath Proof Explorer - Over 3000 complete formal proofs deriving numbers and beyond from Zermelo-Fraenkel set theory axioms.

76. Problems In Set Theory Mathematical Logic And The Theory Of Algorithms (Universi
    Problems in set theory Mathematical logic and the theory of Algorithms(University Series in Mathematics). Problems in set theory  
    http://www.victorcunningham.co.uk/Problems-in-Set-Theory-Mathematical-Logic-and-

77. Science Search > Set Theory
    8. Bounded set theory A weak version of ordinary set theory using bounded quantification.Papers and software. http//www.botik.ru/~logic/bst/bst.html 06-10  
    http://www.science-search.org/index/Math/Logic_and_Foundations/Set_Theory/

78. Set Theory And Logic
    set theory and logic. set theory and logic by Authors Robert R. Stoll Released01 October, 1979 ISBN 0486638294 Paperback Sales Rank 78,946,  
    http://www.sciencesbookreview.com/Set_Theory_and_Logic_0486638294.html
    
    Extractions: For a mere $15, you get a challenging undergraduate introduction to all of the following topics. I have written in parentheses the names of authors of more definitive treatments: Intuitive set theory through the axiom of choice (Halmos) Natural numbers † Integers † Rationals † Reals (Feferman) Mathematical logic (Machover, Smullyan)

79. Set Theory, Logic And Their Limitations
    set theory, logic and their Limitations. List price $33.00 Our price $33.00.Book set theory, logic and their Limitations Customer Reviews  
    http://www.sciencesbookreview.com/Set_Theory_Logic_and_their_Limitations_0521479
    
    Extractions: This is an outstanding advanced undergraduate treatment of the following topics at the core of modern mathematics: set theory, equivalence and ordering relations, cardinals, ordinals, propositional logic, quantifier logic, and just enough recursion theory to explain the paradoxical undecidability theorems. The treatment is thoroughly contemporary (eg, Hintikka sets) but not too difficult, because this text emerged out of the philosophy rather than the mathematics classroom. The text is written in the mathematical tradition, consisting of many terse numbered subsections, each containing a definition, theorem, remark, or problem. The organisation of the subject, and the index, are excellent. This is the finest treatment I know of the propositional calculus, the core of modern logic and the subject that drew me to this book.

80. Harvard University Press/Set Theory And Its Logic, Revised Edition
    set theory and Its logic, Revised Edition by WV Quine, published by HarvardUniversity Press. set theory and Its logic, Revised Edition WV Quine.  
    http://www.hup.harvard.edu/catalog/QUISEX.html

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