41. TOPCOM, Electronic Journals Are Here To Stay! By Melvin Henriksen We made many new friends at MIT Irvin Sol Cohen; witold hurewicz; Phil Haas, a student of his in differential equations, who became provost at Purdue, http://at.yorku.ca/t/o/p/c/37.htm

Topology Atlas Document # topc-37.htm LEONARD GILLMAN; AN INTERVIEW by Melvin Henriksen Leonard Gillman 1606 The High Road Austin, TX 78746-2236 Phone: 512-327-2277, Fax: 512-327-2274 Email: len@math.utexas.edu October 1997 1. Childhood I was born in Cleveland on January 8, 1917. My mother, Etta, was also a Clevelander. Her father, Abraham Cohen, was an immigrant from Poland who eked out a living peddling fish from a horse-drawn wagon. His wife had died while Etta was carrying me. He had minimal formal education but was very bright, witty, and musical, though he did not play an instrument. He could solve simple algebra problems in his head but could never explain what he did. He had a collection of recordings of several of the legendary singers (Caruso, Chaliapin, Galli-Curci), violinists (Elman, Heifetz, Kreisler), and pianists (Hofmann, Paderewski, Rachmaninoff). These were played on the Victrola, the wind-up phonograph made by the Victor Talking-Machine Company. My father, Joseph Moses Gillman, had come to the US from the Ukraine at the age of 18 and settled in Cleveland, where he had cousins. He spoke only Yiddish, knowing only few words of Russian. A thoughtful well-wisher advised him to enroll at Hiram College, a small, religious-oriented college outside Cleveland whose congenial atmosphere was conducive to learning English. After two years, he moved to Western Reserve University in Cleveland, where he completed a baccalaureate in philosophy. Joe's father settled in Cleveland at about the same time; Joe's mother had died when he was an infant. Etta was also a graduate of Reserve. Our family acquired grandpa's record collection when we moved to Pittsburgh in 1922; and I would listen by the hour. In my view, many of the performances were musically superior to those produced today.

42. Basic Library List-Differential Equations hurewicz, witold. Lectures on Ordinary Differential Equations Mineola, NY Dover, 1990. * Ince, Edward L. Ordinary Differential Equations Mineola, http://www.maa.org/BLL/DIFFERENTIAL.htm

Differential Equations Back to Table of Contents Differential Equations: Introductory Texts *** Boyce, William E. and DiPrima, Richard C. Elementary Differential Equations and Boundary Value Problems, New York, NY: John Wiley, 1969, 1992. Fifth Edition. * Braun, Martin. Differential Equations and Their Applications: An Introduction to Applied Mathematics, New York, NY: Springer-Verlag, 1975, 1983. Third Edition. Burghes, David N. and Borrie, M.S. Modelling with Differential Equations New York, NY: Halsted Press, 1981. * Coddington, Earl A. An Introduction to Ordinary Differential Equations Mineola, NY: Dover, 1989. ** Edwards, C.H., Jr. and Penney, David E. Elementary Differential Equations with Applications, Englewood Cliffs, NJ: Prentice Hall, 1985, 1989. Second Edition. Hochstadt, Harry. Differential Equations Mineola, NY: Dover, 1975. ** Hubbard, John H. and West, Beverly H. Differential Equations: A Dynamical Systems Approach, New York, NY: Springer-Verlag, 1991. Miller, Richard K. Ordinary Differential Equations New York, NY: Academic Press, 1982.

43. Basic Library List-Topology hurewicz, witold and Wallman, Henry. Dimension Theory Princeton, NJ Princeton University Press, 1941. * Kaplansky, Irving. Set Theory and Metric Spaces, http://www.maa.org/BLL/topology.htm

TOPOLOGY Back to Table of Contents Topology: General Topology * Alexandroff, Paul. Elementary Concepts of Topology Mineola, NY: Dover, 1961. Arkhangelski i, A.V. and Pontrjagin, Lev S., eds. General Topology I: Basic Concepts and Constructions, Dimension Theory New York, NY: Springer-Verlag, 1990. * Bing, R.H. Elementary Point Set Topology Washington, DC: Mathematical Association of America, 1960. Bourbaki, Nicolas. Elements of Mathematics: General Topology New York, NY: Springer-Verlag, 1989. ** Chinn, William G. and Steenrod, Norman E. First Concepts of Topology Washington, DC: Mathematical Association of America, 1966. Dugundji, James. Topology Boston, MA: Allyn and Bacon, 1966. Fuks, D.B. and Rokhlin, V.A. Beginner's Course in Topology: Geometric Chapters New York, NY: Springer-Verlag, 1984. Gamelin, Theodore W. and Greene, Robert E. Introduction to Topology Philadelphia, PA: Saunders College, 1983. Gemignani, Michael C. Elementary Topology, Mineola, NY: Dover, 1990. Second Edition. Hausdorff, Felix. Set Theory

44. Science And Technology Used Book Marketplace witold hurewicz, 1958 Softcover, 122 pp. . .$5.00 + $1.42 Shipping. Left Brain, Right Brain Sally Springer and Georg Deutsch, 1989 Softcover, 394 pp. http://www.infinite-energy.com/resources/usedbooks.html

These used books cannot be purchased using our online order form. Used book orders must be placed by phone, fax, or mail . Customers are encouraged to call (603-485-4700) or email ( staff@infinite-energy.com to check on availability. The shipping charges noted are for U.S. customers only. If you are ordering three or more books, please contact us for reduced shipping costs. Customers from other countries must inquire about the shipping charge for their order. Shipments in the U.S. will be made via media mail, while foreign shipments will be sent via air mail. Books Titled A-L: After the Clockwork Universe: The Emerging Science and Culture of Integral Society S.J. Goerner, 1999 Softcover, 476 pp. . .$12.00 + $1.84 Shipping Charles Seife, 2003 Hardcover, 294 pp. . .$7.00 + $1.84 Shipping Basic Health Physics: Problems and Solutions Joseph John Bevelacqua, 1999 Hardcover, 559 pp. . .$20.00 + $2.26 Shipping The Biological Universe: The 20th Century Extraterrestrial Life Debate and the Limits of Science Steven Dick, 1996

45. Mathematics Pt. 5 hurewicz, witold. Lectures on Ordinary Differential Equations. 122 pp. Wiley (`1958 ) Hardback. Good condition, no dj. MATH12978 $22.00 http://www.significantbooks.com/mthl5.htm

Go back to Catalog Lists To inquire about any of these items contact us by e-mail at: inquire@significantbooks.com Start of Math page 5. Go To Math page Mathematics List Page 5. Authors, Gr. thru In. Goel, Prem K.; T. Ramalingam. The Matching Methodology: Some Statistical Properties. 152 pp. Springer (1989) Softcover. Very good condition, Slight browning of page edges. ( Lecture Notes in Statistics No.. 52 ) MATH13057 $12.00 Goffman, Casper. Calculus of Several Variables. 182 pp. New York: Harper and Row, Publishers, (1965) (Hardback) Very good condition, with dustjacket. MATH11368 $9.00 Goldberg, Samuel. Probability, An Introduction. 322 pg. Prentice-Hall. 1960 ( 1960 ) (Hardback) Good condition, ExLibrary. Sturdy, with clean text. MATH10317 $12.00 Goodstein, R. L. Fundamental Concepts of Mathematics. Goodstein, R. L. Essays in The Philosophy of Mathematics. 167 pp. Leicester University Press. 1965. Hardcover. Very good condition, but with ball point pen underlining. MATH11817 $12.00 Goodstein, R.L.

46. UNM Physics And Astronomy Department Web Site hurewicz, witold, Lectures on ordinary differential equations, In, MA 3104. Brandeis University Summer Institute in, Lectures on Particles and Field Theory http://panda.unm.edu/library/index.php?sort_by=title&letter=l

47. UNM Physics And Astronomy Department Web Site hurewicz, witold, Lectures on ordinary differential equations, In, MA 3104. Huygens, Christiaan, Treatise on light, in which are explained the causes of http://panda.unm.edu/library/index.php?sort_by=author&letter=h

48. COLLECTED PAPERS hurewicz, witold, 19041956. Collected works, 1, QA. Jacobson, Nathan, 1910-, Collected Mathematical Papers, 3, QA3/J33 1989. Klingenberg Wilhelm P. A, http://www.matmor.unam.mx/acervo/OBRAS_COMPLETAS_EN_MATEMATICAS.html

OBRAS COMPLETAS EN MATEMATICAS a nivel Internacional, este material se puede consultar en nuestra Unidad AUTOR TITULO VOLUMENES CLASIFICACION Adams, J. Frank, 1930-1997. The Selected papers works of J. Frank Adams Albert, Abraham Adrian, 1905-1972. Collected Mathematical Papers Anderson, T. W. Collected papers of T. W. Anderson : 1943-1985 QA276/A12A53 1990 v.2 Artin, Emil 1898-1962 Collected Papers Auslander, Maurice, 1926-1994 Selected Works Archimedes The Works of Archimedes Atiyah, Michael Francis 1929- Collected Papers Beurling, Arne Collected Works QA331.7/B487 1989 v.2 Bishop, Errett, 1928-1983 Selected Papers Bochner, Salomon, 1899-1982 Collected Papers Borel, Armand, 1923- Oeuvres = Collected Papers QA3/B5787 1983 v. 4 Bott, Raoul, 1924- Collected Papers Brauer, Richard, 1901-1977 Collected Papers QA3/B693 1980 v. 1-2 Collected Works Cartan, Henri, 1904- Oeuvres : Collected Works Coxeter, H.S.M., 1907-2003 Kaleidoscopes : selected writting Chen, K. T. Collected Papers C hern, Shiing-Shen, 1911- Mathematician and his Mathematical Work Chowla, Sarvadaman

49. MATH 645 Lectures on ordinary Differential Equations, by witold hurewicz, Dover Phoenix Editions. This beautiful little book (122 small pages) contains the general http://www.math.umass.edu/~lr7q/m645-fall2004/m645home.html

Differential equations and Dynamical Systems: Math 645 Meeting : TuTh 1:00 LGRT 111 Instructor : Luc Rey-Bellet Office : 1423 J LGRT Phone : E-Mail : lr7q@math.umass.edu Office Hours : Tuesday 2:303:45, Thursday 2:303:45, or by appointment. Text There is no official textbook for the class, since I will not follow any particular one. There are very many books on the subject, and buying one which suits you best is a good investment. Here are some recommendations with some comments. Some of them will be put on reserve at the library. The material covered in the class can be found, roughly speaking, in a combination of Hurewicz (basic theory of ODE's) with Verhulst or Devaney, Hirsch and Smale (more oriented toward dynamical systems apsects). I am some writing class notes. Although they won't replace a textbook they will be posted here. This is a preliminary version. If you find typos, mistakes, unclear statements, please tell me. Class notes: Chapters 1 to 5 PDF file References Nonlinear Differential Equations and Dynamical Systems

50. List Of Poles -- Facts, Info, And Encyclopedia Article (Click link for more info and facts about witold hurewicz) witold hurewicz (19041956), mathematician (Click link for more info and facts about Mark Kac) http://www.absoluteastronomy.com/encyclopedia/l/li/list_of_poles.htm

List of Poles [Categories: Polish people, Lists of people by nationality] This is a partial list of famous (The property of being smooth and shiny) Polish (Click link for more info and facts about Polish-speaking/writing) Polish-speaking/writing people, and people born in (A republic in central Europe; the invasion of Poland by Germany in 1939 started World War II) Poland Science Mathematicians (Click link for more info and facts about Stefan Banach) Stefan Banach (1892-1945), mathematician (Click link for more info and facts about Karol Borsuk) Karol Borsuk (1905-1982), mathematician (Click link for more info and facts about Samuel Dickstein) Samuel Dickstein (1851-1939), mathematician (Click link for more info and facts about Samuel Eilenberg) Samuel Eilenberg (1913-1998), mathematician (Click link for more info and facts about Witold Hurewicz) Witold Hurewicz (1904-1956), mathematician (Click link for more info and facts about Mark Kac) Mark Kac (1914-1984), mathematician (Click link for more info and facts about Krystyna Kuperberg) Krystyna Kuperberg (1944-), mathematician

51. Hurewicz Theorem - Linix Encyclopedia The theorem is due to witold hurewicz. The proof is based on the construction of the hurewicz homomorphism. p k (X) ? H k (X). http://web.linix.ca/pedia/index.php/Hurewicz_theorem

Hurewicz theorem In mathematics , the Hurewicz theorem is a basic result of algebraic topology , connecting homotopy theory with homology theory . The theorem states that for a CW-complex X that is connected and simply connected , the least value of k homotopy group k X is also the least value of k homology group (with integer coefficients) H k X and further that for this value, those two abelian groups are isomorphic. The theorem is due to Witold Hurewicz . The proof is based on the construction of the Hurewicz homomorphism k X k X Retrieved from " http://web.linix.ca/pedia/index.php/Hurewicz_theorem Categories Algebraic topology Homotopy theory ... Return to Linix.ca Search This article is licensed under the GNU Free Documentation License which means that you can copy and modify it as long as the entire work (including additions) remains under this license. Powered by Linix.ca

52. SCIENTIFIC REFERENCES hurewicz, witold; Wallman Henry, Dimension Theory, Princeton Univ. Press (1948). Ince 1958 Ince, EL, Ordinary Differential Equations, Dover (1958). http://graham.main.nc.us/~bhammel/FCCR/refs.html

for Physics Pages Mathematics Pages and Music Pages [Abbot 1981] Abbot, L. F.; Wise, M. B., "Dimension of a quantum-mechanical path" Amer. J. of Phys. [Abraham 1967] Abraham, Ralph; Marsden, Jerrold E., Foundations of Mechanics, W. A. Benjamin (1967). [Abramowitz 1965] Abramowitz, M. and Stegun, I. A. (Eds.), Handbook of Mathematical Functions Dover (1965). [Adler 1965] Adler, Ronald; Bazin, Maurice; Schiffer, Menachem, Introduction to General Relativity, McGraw-Hill (1965). [Ahmavaara 1965a] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory I.", Jour. Math. Phys. [Ahmavaara 1965b] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory II.", Jour. Math. Phys. [Anderson 1967] Anderson, James L., Principles of Relativity, Academic Press (1967). [Aristotle 1941] Aristotle, "Physica", in The Basic Works of Aristotle , Richard McKeon, Random House (1941). [Bacry 1973] "Projective Geometry and Dynamical Groups", Preprint Universit© d'Aix-Marseille (1973).

53. Family Letters From Lwów, Part I Alas, I lack time (or wit) to affix anything but my signature Tadz. H.erman Auerbach §3 Tomorrow we shall be rowing! J. Procki §4 witold hurewicz §5 http://www.aulam.org/anxious.htm

Appreciations Homepage Adam Ulam's Memoir Book Reviews ... About Stanislaw Ulam Part I 1936 Letters 1937 Letters 1938 and Beyond From: Stanislaw M. Ulam, Adventures of a Mathematician (Berkeley, U. C. Press, 1991): "At twenty-five, I had established some results in measure theory, which soon became well-known [internationally]. these solved certain set theoretical problems attacked earlier by Hausdorff, Banach, Kuratowski, and others . . . . I was also working in topology, group theory and probability theory. "In 1934, the international situation was becoming ominous. Hitler had come to power in Germany. His influence was felt indirectly in Poland. There were increasing displays of inflamed nationalism, extreme rightist outbreaks and anti-Semitic demonstrations. "I did not consciously recognize these portents of things to come, but felt vaguely that if I was going to earn a living by myself and not continue indefinitely to be supported by my father, I must go abroad . . . . "With this in my pocket, I happily began preparations to return to Poland for the summer."

54. About Stanislaw Ulam the topologist witold hurewicz, began to recite the horrible tale of the start of the war Warsaw has been bombed, the war has begun, he said. http://www.aulam.org/stanulam.htm

Appreciations Homepage Adam Ulam's Memoir Book Reviews ... About Stanislaw Ulam About Stanislaw Ulam At the beginning of his Adventures of a Mathematician (2d ed., Berkeley, 1991), Stan Ulam retrieves a very early memory: "When I was four, I remember jumping around on an oriental rug looking down at its intricate patterns. I remember my father's towering figure standing beside me, and I noticed that he smiled. I felt, 'He smiles because he thinks I am childish, but I know these are curious patterns.' I did not think in those very words, but I am pretty certain that it was not a thought that came to me later. I definitely felt, 'I know something my father does not know. Perhaps I know better than my father.'" This fascination carried him through a long life that reached across continents, oceans and universities; and that spanned the end of the last European empire, two world wars, and the age of nuclear weapons, which his genius helped make possible. In its notes accompanying its catalog of the archive of his papers, the American Philosophical Society summed up his achievements: "Stanislaw Ulam was a gifted mathematician who, during the course of his career, made significant contributions to set theory, topology, ergodic theory, probability, cellular automata theory, the study of nonlinear processes, the function of real variables, mathematical logic, and number theory. Perhaps his greatest achievement was the deveopment of the Monte Carlo method for solving complex mathematical problems by electronic random sampling, but he made equally noteworthy contributions in hydrodynamics (three-dimensionnal fluid flow), the development of nuclear propulsion for space flight (Project Orion), and in fields as disparate as physics, biology and astronomy. Yet despite the breadth of his scholarship, Ulam is most often remembered for the central role he played in the early development of the American hydrogen bomb."

55. Witowt - Columbia Encyclopedia® Article About Witowt witold Gombrowicz witold Gombrowicz witold hurewicz witold Jakóbczyk witold Leon Czartoryski witold LutosÅ,awski witold Lutoslavski http://columbia.thefreedictionary.com/Witowt

Domain='thefreedictionary.com' word='Witowt' join mailing list webmaster tools Word (phrase): Word Starts with Ends with Definition subscription: Dictionary/ thesaurus Computing dictionary Medical dictionary Legal dictionary Financial dictionary Acronyms Columbia encyclopedia Wikipedia encyclopedia Hutchinson encyclopedia Witowt 0.02 sec. Page tools Printer friendly Cite / link Email Feedback Witowt or Witold , Lithuanian Vytautas, Ladislaus II Ladislaus II or Ladislaus Jagiello Click the link for more information. , king of Poland), his cousin, in a dispute over territorial claims and the title of grand duke. Although his father died in prison, Witowt escaped to take refuge with the order of Teutonic Knights Teutonic Knights or Teutonic Order (t Click the link for more information. . The cousins were reconciled in 1384, and Witowt received from Jagiello, whom he recognized as grand duke of Lithuania, Russian territory as an appanage. After Jagiello became (1386) king of Poland, Witowt plotted to separate Lithuania from its union with Poland and to assume the title of grand duke. With the help of the Teutonic Knights and Vasily I, prince of Moscow, he secured recognition as master of Lithuania (1392); in 1401 Ladislaus granted Witowt the grand ducal title while remaining his suzerain as king of Poland. Witowt sought to reduce the Tatars of the Golden Horde Golden Horde, Empire of the

56. Shih: Sur Les Complexes Généralisés Et La Suite Spectrale D'un Fibré 3 FADELL (Edward) and hurewicz (witold). — On the structure of higher differential operators in spectral sequences (Annals Math., t. 68, 1958 , p. http://www.numdam.org/numdam-bin/item?id=BSMF_1959__87__451_0

57. Pub A.Lelek, P.Minc), Lecture Notes in Pure and Applied Mathematics 170, MarcelDekker, New York-Basel-Hong Kong, 1995. Collected Works of witold hurewicz, http://www.auburn.edu/~kuperkm/pub.html

Selected publications: A dynamical system on $R^3$ with uniformly bounded trajectories and no compact trajectories (with C.S. Reed), Proceedings of the American Mathematical Society 106 (1989), 1095-1097. On the bihomogeneity problem of Knaster, Transactions of the American Mathematical Society, 321 (1990), 129-143. A nonparallel cylinder packing with positive density, Mathematika, 37 (1990), 324-331. Fixed points of orientation reversing homeomorphisms of the plane, Proceedings of the American Mathematical Society, 112 (1991), 223-229. A lower bound for the number of fixed points of orientation reversing homeomorphisms, The Geometry of the Hamiltonian Systems, Mathematical Sciences Research Institute Publications, 22 (1991), 367-371. A smooth counterexample to the Seifert conjecture, Annals of Mathematics, 140 (1994), 723-732. Mutually Contiguous and Concurrent Translates of a Plane Disk (with A. Bezdek, and W. Kuperberg), Duke Mathematical Journal, 78 (1995), 19-31. Generalized counterexamples to the Seifert conjecture (with G. Kuperberg), Annals of Mathematics, 144 (1996), 239-268.

58. Homology Theory: Information From Answers.com witold hurewicz universal coefficient theorem Norman Steenrod Samuel Eilenberg cup product Klein quartic list of mathematical theories http://www.answers.com/topic/homology-theory

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping homology theory Wikipedia @import url(http://content.answers.com/main/content/wp/css/common.css); @import url(http://content.answers.com/main/content/wp/css/gnwp.css); homology theory In mathematics homology theory is the axiomatic study of the intuitive geometric idea of homology of cycles on topological spaces . It can be broadly defined as the study of homology theories on topological spaces. At the intuitive level homology is taken to be an equivalence relation , such that chains C and D are homologous on the space X if the chain C D is a boundary of a chain of one dimension higher. A k -chain is thought of as a formal combination a i d i where the a i are integers and the d i are k -dimensional simplices on X . The boundary concept here is that taken over from the boundary of a simplex. This explanation is in the style of 1900, and proved somewhat naive, technically speaking. Example of a torus surface For example if X is a 2- torus T , a one-dimensional cycle on T is in intuitive terms a linear combination of curves drawn on T , which closes up on itself (cycle condition, equivalent to having no net boundary). If

59. June 2005 Oswald Veblen, 25 Willard Van Quine. 26 William Thomson, 27 Augustus De Morgan, 28 Carl Einar Hille, 29 witold hurewicz, 30 Karl Rudolf Fueter http://mathforum.org/~judyann/calendar/June2005.html

June 2005 Can you identify the pictured Mathematicians? Sunday Monday Tuesday Wednesday Thursday Friday Saturday Eduard Helly Paul Mansion John Henry Pratt John Maynard Keynes Max Zorn Edward Van Vleck Charlotte Angas Scott John Edensor Littlewood Vladimir Smirnov Zygmunt Janiszewski John F Nash Andrei Andreyevich Markov Nikolai Chebotaryov Maurits Cornelius Escher Arthur Russell Forsyth Blaise Pascal Helena Rasiowa Konrad Zuse Alan Turing Oswald Veblen Willard Van Quine William Thomson Augustus De Morgan Carl Einar Hille Witold Hurewicz Karl Rudolf Fueter A quotation for June: John Maynard Keynes (1883 - 1946) I can't remember my telephone number, but I know it was in the high numbers. Quoted in D MacHale, Comic Sections (Dublin 1993) This calendar is available in a printable PDF format. Back to calendar page.

60. June 2004 Oswald Veblen, 25 Willard Van Quine, 26 William Thomson. 27 Augustus De Morgan, 28 Carl Einar Hille, 29 witold hurewicz, 30 Karl Rudolf Fueter http://mathforum.org/~judyann/calendar/June2004.html

June 2004 Can you identify the pictured Mathematicians? Sunday Monday Tuesday Wednesday Thursday Friday Saturday Eduard Helly Paul Mansion John Henry Pratt John Maynard Keynes Max Zorn Edward Van Vleck Charlotte Angas Scott John Edensor Littlewood Vladimir Smirnov Zygmunt Janiszewski John F Nash Andrei Andreyevich Markov Nikolai Chebotaryov Maurits Cornelius Escher Arthur Russell Forsyth Blaise Pascal Helena Rasiowa Konrad Zuse Alan Turing Oswald Veblen Willard Van Quine William Thomson Augustus De Morgan Carl Einar Hille Witold Hurewicz Karl Rudolf Fueter A quotation for June: John Maynard Keynes (1883 - 1946) I can't remember my telephone number, but I know it was in the high numbers. Quoted in D MacHale, Comic Sections (Dublin 1993) This calendar is available in a printable PDF format. Back to calendar page.

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