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Mostowski Andrzej: more books (27)

Set Theory, with an Introduction to Descriptive Set Theory (Studies in Logic and the Foundations of Mathematics - Vol 86) by Kazimierz Kuratowski, Andrzej Mostowski, 1976-02-26
Sentences Undecidable in Formalized Arithmetic by Andrzej Mostowski, 1964
Foundational Studies: Selected Studies: v. 1 & 2 (Studies in Logic & the Foundations of Mathematics) by Andrzej Mostowski, 1980-02
Decision problems in group theory (Technical report / University of Iowa. Dept. of Mathematics) by Andrzej WÅ‚odzimierz Mostowski, 1969
Sentences Undecidable in Formalized Arithmetic: An Exposition of the T by Andrzej MOSTOWSKI, 1952
Sentences Undecidable in Formalized Arit by Andrzej Mostowski, 1952
TARSKI, ALFRED(19021983): An entry from Gale's <i>Encyclopedia of Philosophy</i> by Andrzej Mostowski, 2006
Algebra Liniowa by Andrzej; Marceli Stark Mostowski, 1976
Introduction to Higher Algebra (Pure & Applied Mathematics Monograph) by Andrzej Mostowski, M. Stark, 1963-12
Foundational Studies, Volume I: Selected Works by Andrzej Mostowski, 1979
Foundational Studies: Selected Works, Volume II by Andrzej Mostowski, 1979
Set Theory and Hierarchy Theory V: Bierutowice, Poland 1976 (Lecture Notes in Mathematics) (English and French Edition) (Volume 0)
Provability, Computability and Reflection, Volume 93A (Studies in Logic and the Foundations of Mathematics) by Lev D. Beklemishev, 1979-02-26

lists with details

DBLP: Andrzej Wlodzimierz Mostowski
6, andrzej Wlodzimierz mostowski Hierarchies of Weak Automata and Weak 5,andrzej Wlodzimierz mostowski Alternating Automata with Start Formulas.
http://www.informatik.uni-trier.de/~ley/db/indices/a-tree/m/Mostowski:Andrzej_Wl

Extractions: List of publications from the DBLP Bibliography Server FAQ Coauthor Index - Ask others: ACM DL ACM Guide CiteSeer CSB ... Robert Fidytek , Andrzej Wlodzimierz Mostowski, Rafal Somla Andrzej Szepietowski : Algorithms counting monotone Boolean functions. Inf. Process. Lett. 79 Andrzej Wlodzimierz Mostowski: Hierarchies of Weak Automata and Weak Monadic Formulas. Theor. Comput. Sci. 83 Andrzej Wlodzimierz Mostowski: Alternating Automata with Start Formulas. Inf. Process. Lett. 35 Andrzej Wlodzimierz Mostowski: Hierarchies of Weak Monadic Formulas for Two Successors Arithmetic. Elektronische Informationsverarbeitung und Kybernetik 23 Andrzej Wlodzimierz Mostowski: Determinancy of Sinking Automata on Infinite Trees and Inequalities Between Various Rabin's Pair Indices. Inf. Process. Lett. 15 Andrzej Wlodzimierz Mostowski: The Complexity of Automata and Subtheories of Monadic Second Order Arithmetics. FCT 1981 Andrzej Wlodzimierz Mostowski: Operations on omega-Regular Languages. FCT 1977 Robert Fidytek Rafal Somla Andrzej Szepietowski DBLP: [ Home Author Title Conferences ... Michael Ley (ley@uni-trier.de) Tue Sep 6 20:41:49 2005
Mostowski
Biography of andrzej mostowski (19131975) andrzej mostowski entered WarsawUniversity in 1931. He was influenced by Kuratowski, Lindenbaum and Tarski.
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Mostowski.html

Extractions: Version for printing Andrzej Mostowski entered Warsaw University in 1931. He was influenced by Kuratowski , Lindenbaum and Tarski . His Ph.D. came in 1939, officially directed by Kuratowski but in practice directed by Tarski who was a young lecturer at that time. His studies at Warsaw had been broken by studies in Vienna (he attended a course by ) and Zurich (courses by Polya Weyl and Bernays He became an accountant after the Nazi invasion of Poland but continued working in the 'Underground Warsaw University'. After the uprising of 1944 the Nazis tried to put him in a concentration camp. With the help of some Polish nurses he escaped to a hospital, choosing to take bread with him rather than his notebook containing his research. some of the research he reconstructed after the War but much was lost. This work was largely on recursion theory and undecidability. From 1946 until his death he worked at the University of Warsaw. Much of work during that time was on first order logic and
References For Mostowski
References for the biography of andrzej mostowski. S Krajewski and M Srebrny,The life and activities of andrzej mostowski (Polish),
http://www-groups.dcs.st-and.ac.uk/~history/References/Mostowski.html

Extractions: Curriculum vitae of A Mostowski, Set theory and hierarchy theory, Lecture Notes in Math. (Berlin, 1976), 1-11. S Krajewski and M Srebrny, The life and activities of Andrzej Mostowski (Polish), Wiadomosci matematyczne J Los, Andrzej Mostowski (Polish), Wiadomosci matematyczne W Marek, Bibliography of Andrzej Mostowski's works, Studia Logica H Rasiowa, A tribute to A Mostowski, Logic Colloquium 76, Studies in Logic and Found. Math. (Amsterdam, 1977), 139-144. H Rasiowa, In memory of Andrzej Mostowski, Studia Logica Main index Birthplace Maps Biographies Index
Basic Library List-Foundations And Mathematical Logic
mostowski, andrzej. Thirty Years of Foundational Studies New York, Kuratowski,K. and mostowski, andrzej. Set Theory with an Introduction to Descriptive
http://www.maa.org/BLL/foundations.htm

Extractions: Back to Table of Contents Beth, Evert. The Foundations of Mathematics Amsterdam: North-Holland, 1959. * Eves, Howard W. Foundations and Fundamental Concepts of Mathematics, Boston, MA: PWS-Kent, 1990. Third Edition. ** Mac Lane, Saunders. Mathematics, Form and Function New York, NY: Springer-Verlag, 1986. * Mostowski, Andrzej. Thirty Years of Foundational Studies New York, NY: Barnes and Noble, 1966. * Wilder, Raymond L. Introduction to the Foundations of Mathematics, Melbourne, FL: Robert E. Krieger, 1980. Second Edition. * Barwise, Jon and Etchemendy, John. The Liar: An Essay on Truth and Circularity New York, NY: Oxford University Press, 1987. * Boole, George. An Investigation of the Laws of Thought Mineola, NY: Dover, 1951. Copi, Irving Marmer. Symbolic Logic, New York, NY: Macmillan, 1973. Fourth Edition. Jeffrey, Richard C. The Logic of Decision, Chicago, IL: University of Chicago Press, 1983. Second Edition. Quine, Willard Van Orman.
The Mathematics Genealogy Project - Update Data For Andrzej Mostowski
If you have Mathematics Subject Classifications to submit for an entire group ofindividuals (for instance all those that worked under a particular advisor)
http://www.genealogy.math.ndsu.nodak.edu/html/php/submit-update.php?id=489
The Mathematics Genealogy Project - Andrzej Mostowski
According to our current online database, andrzej mostowski has 15 students and58 descendants. We welcome any additional information.
http://www.genealogy.math.ndsu.nodak.edu/html/id.phtml?id=489
Bibliography On Teaching History Of Mathematics
mostowski, andrzej, Thoughts on the theme of a course in the history ofmathematics, Wiadomo\ sci Matematy\c cne, 22 (1979), 6575; An excerpt from notes
http://www.dean.usma.edu/math/people/rickey/hm/inst/teach-hist-biblio.html

Extractions: This bibliography is intended to call to your attention some of the more interesting papers that discuss teaching of history of mathematics courses. It is now in a very preliminary stage, so comments and suggested additions are welcome. Currently a few papers are included that might better be described as dealing with "using history in the classroom." As this bibliography grows, these will be separated off into another web page. Albree, Joe, "An alternative to the conventional wisdom of a term paper in history of mathematics survey courses," pp. 175-182 in In Eves' Circles, MAA Notes #24, 1994, edited by Joby Milo Anthony. This excellent paper begins with an enumeration and discussion of the main weaknesses of term papers: inappropriate topics, mathematical content, variability in the use of sources, cut and paste work, and writing mechanics. After redefining the goal to making students aware of the rich historical literature available, Albree designed a sequence of five "literature reports" which lead the student from textbooks, to journal articles, to original sources. These literature reports avoid or solve the problems with term papers. Anglin, W. S., "Mathematics and History,"
Mostowski's Fundamental Operations --- Part II
12 andrzej Kondracki. mostowski s fundamental operations part I. Journal of 13 andrzej mostowski. \em Constructible Sets with Applications.
http://mizar.uwb.edu.pl/JFM/Vol3/zf_fund2.html

Extractions: Association of Mizar Users The terminology and notation used in this paper have been introduced in the following articles [ Contents (PDF format) 1] Grzegorz Bancerek. Cardinal numbers Journal of Formalized Mathematics 2] Grzegorz Bancerek. A model of ZF set theory language Journal of Formalized Mathematics 3] Grzegorz Bancerek. Models and satisfiability Journal of Formalized Mathematics 4] Grzegorz Bancerek. The ordinal numbers Journal of Formalized Mathematics 5] Grzegorz Bancerek. Sequences of ordinal numbers Journal of Formalized Mathematics 6] Grzegorz Bancerek. Increasing and continuous ordinal sequences Journal of Formalized Mathematics 7] Grzegorz Bancerek. The reflection theorem Journal of Formalized Mathematics 8] Grzegorz Bancerek. Replacing of variables in formulas of ZF theory Journal of Formalized Mathematics 9] Czeslaw Bylinski.
Mostowski's Fundamental Operations --- Part I
11 andrzej mostowski. \em Constructible Sets with Applications. North Holland,1969. 12 Bogdan Nowak and Grzegorz Bancerek. Universal classes.
http://mizar.uwb.edu.pl/JFM/Vol2/zf_fund1.html

Extractions: Association of Mizar Users The terminology and notation used in this paper have been introduced in the following articles [ Contents (PDF format) 1] Grzegorz Bancerek. Cardinal numbers Journal of Formalized Mathematics 2] Grzegorz Bancerek. A model of ZF set theory language Journal of Formalized Mathematics 3] Grzegorz Bancerek. Models and satisfiability Journal of Formalized Mathematics 4] Grzegorz Bancerek. The ordinal numbers Journal of Formalized Mathematics 5] Grzegorz Bancerek. Sequences of ordinal numbers Journal of Formalized Mathematics 6] Grzegorz Bancerek. Increasing and continuous ordinal sequences Journal of Formalized Mathematics 7] Czeslaw Bylinski. Functions and their basic properties Journal of Formalized Mathematics 8] Czeslaw Bylinski. Functions from a set to a set Journal of Formalized Mathematics 9] Czeslaw Bylinski. Some basic properties of sets Journal of Formalized Mathematics 10] Agata Darmochwal.
Andrzej Mostowski: Information From Answers.com
prof. dr hab. AW mostowskiprof. dr hab. andrzej Wlodzimierz mostowski. University of Gdansk Institute ofMathematics Division of Computer Science. My current scientific activity
http://www.answers.com/topic/andrzej-mostowski

Extractions: showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Andrzej Mostowski Wikipedia Andrzej Mostowski Andrzej Mostowski (born 1 november in Lw³w Poland 22 august in Vancouver Canada ) was a Polish mathematician Mostowski entered University of Warsaw in . He was influenced by Kuratowski , Lindenbaum and Tarski . His Ph.D. came in , officially directed by Kuratowski but in practice directed by Tarski who was a young lecturer at that time. He became an accountant after the Nazi invasion of Poland but continued working in the Underground Warsaw University . After the Warsaw uprising of the Nazis tried to put him in a concentration camp. With the help of some Polish nurses he escaped to a hospital, choosing to take bread with him rather than his notebook containing his research. Some of the research he reconstructed after the War but much was lost. This work was largely on recursion theory and undecidability . From until his death he worked at the University of Warsaw . Much of work during that time was on first order logic and model theory
Curriculum Vitae - Prof. Dr Hab. AW Mostowski
Curriculum vitae. SURNAME mostowski. FIRST NAMES andrzej, W³odzimierz. BORN9 May 1931, Warsaw, Poland. MARITAL STATUS married
http://math.univ.gda.pl/~awm/cv.html

Extractions: SURNAME: Mostowski FIRST NAMES: Andrzej, W³odzimierz BORN: 9 May 1931, Warsaw, Poland MARITAL STATUS: married DEPENDENTS: sons Wojciech - born 1976 and Michal - born 1983 ADDRESS: Gdynia ul. Gniewska 5/52, Poland EMPLOYED at: University of Gdañsk, Institute of Mathematics. 1971- CURRENT POSITION: Head of the Department of Informatics, Professor 1990- EDUCATION: MAIN INTERESTS: Automata Theory, Mathematical Linguistics, Programming Logics, Group Theory. MAJOR PUBLICATIONS: see enclosed list COMPUTER SYSTEMS: "AUTOMATA" A system for computer aided teaching (with J.Jêdrzejowicz and K. Kortas). LECTURES ABROAD: University of Manchester, G.B. University of Iowa, USA
Andrzej Ehrenfeucht
Adviser andrzej mostowski Students. David Haussler (University of Colorado, 1982);Gene Myers (University of Colorado, 1981?)
http://sigact.acm.org/cgi-bin/genealogy.cgi?file=database-E.html&from=Ehrenfeuch
Andrzej Paslawski - ResearchIndex Document Query
also like to thank my PhD referees Dexter Kozen, andrzej W. mostowski and Pawe/lUrzyczyn for their www.brics.dk/RS/95/Ref/BRICSRS-95-Ref/../../../.
http://citeseer.ist.psu.edu/cis?q=Andrzej Paslawski
Andrzej Wajda - Definition Of Andrzej Wajda By The Free Online Dictionary, Thesa
Definition of andrzej Wajda in the Online Dictionary. Meaning of andrzej Wajda . andrzej Modrzewski andrzej Mokronowski andrzej mostowski
http://www.thefreedictionary.com/Andrzej Wajda
Alibris: Andrzej Zarach
Used, new outof-print books by author andrzej Zarach. Set Theory andHierarchy Theory A Memorial Tribute to andrzej mostowski Bierotowice, Poland,
http://www.alibris.com/search/books/author/Zarach, Andrzej
From Orlowska@itl.waw.pl Mon Nov 15 193233 1999 Date Sat, 06
andrzej mostowski was convinced that the property, also known as Crig s lemmacannot hold in algorithmic logic in spite of elegant proof of this property
http://www.calculemus.org/pol-log/01/novsess.txt
Andrzej Grzegorczyk Born In 1922. University Degrees Master S
In his recent book the well known Polish logician andrzej Grzegorczyk, pupil ofandrzej mostowski and grandpupil of Alfred Tarski, undermines and rebuts
http://www.calculemus.org/LogBank/Profiles/grzegor.txt

Extractions: Andrzej Grzegorczyk Born in 1922. University degrees: Master's degree 1945 at Cracov University (in exact philosophy). Ph.D. 1950 Warsaw University (in Mathematics). Main positions: since 1960 professor of Mathematical Logic in the Institute of Mathematics of the Polish Academy of Science (Warsaw). Since 1973 professor of Philosophy in the Institute of Philosophy and Sociology of the Polish Academy of Science (Warsaw). Since 1992 professor emeritus at the same Institute. Short-time positions abroad: 4 months lectures in Amsterdam, 2 months in Rome. Since 1978 member of the International Institute of Philosophy. Main interests: exact philosophy, formal logic, foundation of mathematics, methodology of science, foundation of ethics, foundation of religion. PUBLICATIONS Mathematical Logic: about 40 formal papers in professional journals. 5 books: in English: An outline of Mathematical Logic. Reidel-Holland 1974. 596p (A big textbook of logic and metalogic) (5 Polish editions); in French: Fonctions Recursives. Gauthier-Villars Paris 1961. 100p; Popular logic (editions: in Polish 1955, 1958, 1961, in Czech 1957, in Russian 1965) 130p; An outline of Theoretical Arithmetics (in Polish 1971) 314p. Decision problems (in Polish 1957) 142p. Philosophy: 7 books in Polish, chiefly in ethics. About 20 philosophical papers in Polish. Also papers in English and French. =============================================================== The last book: "Logic - a Human Affair", Warsaw 1997 - A discussion with antipsychologism and other topics. The author a follower of the Lvov-Warsaw School of Philosophy and the Foundations of Mathematics presents logic as a lively discipline situated in the mainstream of European thought. Grzegorczyk, in opposition to his erstwhile teachers, characterises logic in psychological way as a set of rules which preserve the assertions of the majority of properly educated and unperverted people. Nevertheless, to his opinion, Classical Logic is a formal theory of the atemporal conception of existence, lexicalized by the existential quantifier. Logic is presented in the book not only as a fundamental tool but also as a basic ontology. All the chapters are ordered in the classical Aristotelian way: more general subjects precede the more particular. Hence, semantics dealing with human utterances is preceded by reflections concerning human rationality, human life, and general structure of existence. The methodological organization of thought is exhibited as European invention which laid the foundations of science. Due to his psychologism, Grzegorczyk presents the paradox of Eubulides converted into a positive theorem (formally proved): There is a linguistically properly stated problem such that no human being sufficiently methodologically educated, who tackles this problem, thinks about it consistently, sincerely and fully consciously. Alfred Tarski shared with other logicians the antipsychologistic tendency. He preached that the natural language leads to contradiction by its very nature. Grzegorczyk rejects this conviction and proposes a formal system of Universal Syntax imitating the versatility of colloquial language. The axiomatization of quotation-operator is his most relevant device, which allows him to fuse logic with metalogic and to prove the Adequacy Theorem (for the notion of truth). Contents: Foreword. Logic as the Most General Ontology. The Ontology of the Peculiarities of Existence. Logical Structures in Anthropology. The Rationalistic Condition. European Rationalism. Codification of European Rationalism. Briefing by Semantical Paradoxes. Introduction to Tarski's Definition of the Classical Conception of Truth. Searching for a Universal Syntax and a Proof of the Adequacy Theorem for the Classical Conception of Truth. Can postmodernity invade logic ? Of course, the deconstruction of logical rules is not at stake. There would be no logic. Nevertheless the foundation of logic could be rocked. In his recent book the well known Polish logician Andrzej Grzegorczyk, pupil of Andrzej Mostowski and "grand-pupil" of Alfred Tarski, undermines and rebuts the classical antipsychologistic tendency of modern logic. ( a leaflet )
In The Beginning There Were Algebras Of Concrete Relations
mostowski, andrzej. Nemeti, Istvan. Schwabhauser, Wolfram. Scott, Dana S.Sierpinski, Waclaw. Smith, Edgar C., Jr. Szczerba, Leslaw W. Szmielew, Wanda
http://www1.chapman.edu/~jipsen/talks/Tarski2001/Tarskitalk.htm

Extractions: The many descendants of Tarskis Relation Algebras Peter Jipsen Vanderbilt University A story about the creation of Relation Algebras In the beginning there were algebras of concrete relations. Tarski saw they were good, and he separated the interesting ideas from the trivial ones. And Tarski said Let there be an abstract theory about these algebras. So he made the theory of Relation Algebras. And he saw it was good. And then Tarski said Let the theory produce all the known results about concrete relations. And it was so. And he proved many interesting new results about relation algebras, including a correspondence with 3-variable logic that allowed the interpretation of set theory and he provided the first example of an undecidable equational theory. And Tarski said Let the minds teem with new conjectures, let ideas fly, and let the community produce many new related theories and results. Thus the field of relation algebras was born, with its many applications and connections to other areas. (all quotes fictitious; passage based on well known source)
AAA000 BIBLIOGRAPHY -- LOCKE LECTURES
mostowski, andrzej Thirty Years of Foundational Studies. New York Barnes andNoble, 1966. Newman, James R. The World of Mathematics (New York Simon and
http://webware.princeton.edu/vanfraas/seminarS2002/Locke-BIBLIOGR.htm

Extractions: BIBLIOGRAPHY LOCKE LECTURES Bas C. van Fraassen Arrell, Douglas "What Goodman should have said about representation", Journal of Aesthetics and Art Criticism Journal of Philosophy, Beltrami, E. "Saggio di Interpretatione della Geometria Non-Euclidia" (1868), reprinted in his Opere Mathematiche , vol. 1, pp. 406-429. Milan: V. Hoepli, 1902. Benacerraf, Paul "What numbers could not be" (1965); reprinted in Benacerrraf and Putnam, 272-294. Benacerraf, Paul "What mathematical truth could not be", in Morton and Stich, pp. 9-59. Benacerraf, Paul "Mathematical truth" (1973) ; reprinted in Benacerrraf and Putnam, 404-420. Benacerrraf, Paul and Putnam, Hilary (eds.) Philosophy of Mathematics: Selected Readings . 2nd ed. Cambridge: Cambridge University Press, 1983. Blackmore, J. (ed.) Ernst Mach A Deeper Look . Boston Studies in the Philosophy of Science, vol. 143. Dordrecht: Kluwer, 1992. Blumenthal, Leonard M. A Modern View of Geometry . 2nd ed. New York: Dover, 1980. Bogen, James; Woodward, James "Saving The Phenomena", Philosophical-Review Boghossian, Paul and Christopher Peacocke
Warsaw University -- Facts, Info, And Encyclopedia Article
(Click link for more info and facts about andrzej mostowski) andrzejmostowski (19131975), mathematician (Click link for more info and facts about
http://www.absoluteastronomy.com/encyclopedia/w/wa/warsaw_university.htm

Extractions: Warsaw University (The property of being smooth and shiny) Polish Uniwersytet Warszawski ) - the biggest and one of the most prestigious (Click link for more info and facts about universities) universities in (A republic in central Europe; the invasion of Poland by Germany in 1939 started World War II) Poland The Royal University of Warsaw was established in 1816, when the partitions of Poland separated (The capital and largest city of Poland; located in central Poland) Warsaw from the oldest and most influential academic center in (An industrial city in southern Poland on the Vistula) Cracow . The School of Law and the Medical School were first established in the (Click link for more info and facts about Duchy of Warsaw) Duchy of Warsaw . In 1816 (The czar of Russia whose plans to liberalize the government of Russia were unrealized because of the wars with Napoleon (1777-1825)) Alexander I permitted the Polish authorities to create a university, composed of five faculties: Law and Administration, Medicine, Philosophy, Theology and Art and Humanities. Soon the university grew and the number of students reached 800 while the number of professors reached 50.

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