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Wintner Aurel:     more books (16)

The analytical foundations of celestial mechanics, (Princeton mathematical series ... 5) by Aurel Wintner, 1947 The Fourier transforms of probability distributions;: Lectures by Aurel Wintner, 1947 The theory of measure in arithmetical semi-groups, by Aurel Wintner, 1944 An arithmetical approach to ordinary Fourier series. by Aurel Wintner, 1945-01-01 The Analytical Foundations of Celestial Mechanice. 1st Ed. 3rd Printing by Aurel Wintner, 1947-01-01 Lectures by Aurel Wintner on Asymptotic Distributions and Infinite Convolutions, 1937-1938 [The Institute for Advanced Study] by Aurel Wintner, 1938 Analytical Foundations of Celestial Mech by Aurel Wintner, 1941 Fourier Tranforms of Probability Distributions. by Aurel Wintner, 1947 Lectures by Aurel Wintner, 1938 Spektraltheorie der unendlichen Matrizen. by Aurel Wintner, 1929 An arithmetical approach to ordinary Fourier series by Aurel Wintner, 1945 Eratosthenian averages, by Aurel Wintner, 1943 The Fourier Transforms of Probability Distributions by Aurel Wintner, 1947 The Theory Of Measure In Arithmetical Semi-Groups by Aurel Wintner, 1944-01-01

lists with details

1. Wintner
   Aurel Freidrich Wintner. Born 8 April 1903 in Budapest,Hungary Died 15 Jan 1958 in Baltimore, Maryland, USA.  
   http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Wintner.html
   
   Extractions: Aurel Wintner 's father, Eduard Wintner, was a businessman who had lived in Rotterdam and has emigrated to Budapest while his mother, Charlotte Eugenie Hirshfeld, was from Vienna. Aurel attended school in Budapest, completing his school education there in 1920. Wintner's mathematical ability was recognised by one of his school teachers and, realising that he was capable of progressing much faster than the other pupils, arrangements were made to enable Wintner to use the mathematics library at the University of Budapest. This was a major influence in allowing him to discover his love of the subject, for at school it was not clear that he would continue to study science. The reason was that Wintner was extremely musical and showed great talent for the violin. As he came towards the end of his school career in 1920 he realised that he could not pursue both music and science. Many might have decided to aim for a scientific career and still keep the violin as a major hobby - in fact many of the mathematicians in this archive played the violin to a very high standard. Not so Wintner, for once he had made the decision for a scientific career he never played the violin again. Although being allowed to use the mathematics library at the University of Budapest was a major influence in directing his interests in that direction, there was another influence which pushed him towards astronomy. This came from his uncle, S Oppenheim, who was professor of mathematics at the University of Vienna. As a schoolboy Wintner had spent holidays in Vienna and had used his uncle's astronomy library.

2. Wintner
   Aurel Freidrich Wintner. Born 8 Aurel Wintner published the firstproofs of the basic facts about Hilbert spaces in 1929. In 1930  
   http://www.math.hcmuns.edu.vn/~algebra/history/history/Mathematicians/Wintner.ht

3. The Extended Erdös Number Project
   Alexander Zeno Cohen acquired an Erdös Number of four via the followingpath 1,40c Erdos, Paul; wintner, aurel. Additive arithmetical  
   http://homepage.cs.latrobe.edu.au/image/alex.html
   
   Extractions: Alexander was only two years and four months old when a joint publication appeared which via the extended principles of mathematical genealogy gained him an an of 4. (He was NOT three-years old as per the caption below.) Alexander's precocity might be attributed to his exposure, from the age of twelve months, to the educational programs of the OZNAKI Project , which was the first educational robotics project that was microcomputer based. He is shown, aged twenty months, with his father, using the 2-key (+ -) keypad for use with the PLUSMINUS program, a Tiny Tots Calculator , running on the Poly-88, a 1976 microcomputer. In 1979, Alexander Zeno Cohen, researched fluid mechanics in the MIT pool, along with the 1978 Field Medallist, Daniel Quillen, a professor of mathematics at MIT. The ensuing joint publication in the MIT house newspaper, TechTalk, (reproduced below), automatically gave Alexander an

4. John M. Spalek Collection
   WINTER, GEORGE see WINTER, ANNE. wintner, aurel see ELSASSER, WALTER. wintner, IRMGARD see ELSASSER, WALTER.  
   http://library.albany.edu/speccoll/findaids/ger106.htm
   
   Extractions: 1400 Washington Avenue / Albany, New York 12222 / (518) 437-3935 VOLUME: 7 cubic feet ACQUISITION: All items in this manuscript group were donated to the University Libraries, M.E. Grenander Department Special Collections and Archives , by Heidi Brandt (Mrs. Thomas) in October 1993. ACCESS: Access to this record group is unrestricted. Requests for permission to publish material from this collection should be discussed with the head of Special Collections and Archives. John M. Spalek Collection Scope and Contents Note GERMAN INTELLECTUAL EMIGRE TAPE RECORDINGS These cassette recordings are part of the German Intellectual Emigre Collection, which is housed in the Department of Special Collections and Archives, University Libraries, University Albany, State University of New York. Unless otherwise indicated, these recordings were made by Professor John M. Spalek as background material in the compilation of his Guide to the Archival Materials of the German-Speaking Emigration to the United States after 1933. Recordings made by Dr. Eve Lee are designated as (Lee). There are no transcriptions. Dates and subjects of the recordings are given when known. Reel-to-reel tapes are part of manuscript groups in the German Intellectual Emigre Collection.

5. Content Frame For The Finding Aid To The Papers Of Norbert Wiener, 1898-1966
   Weaver, Warren, 1894. wintner, aurel, 1903-. Zygmund, Antoni, 1900-  
   http://www.aip.org/history/ead/mit_wiener/19990053_content.html
   
   Extractions: Home/New Search Help Locate term in finding aid Massachusetts Institute of Technology. Institute Archives and Special Collections. Cambridge, MA 02139 This finding aid has been encoded by the Center for History of Physics, American Institute of Physics as part of a collaborative project supported by a grant from the National Endowment of the Humanities, an independent federal agency. Collaboration members in 1999 consisted of: American Institute of Physics, California Institute of Technology, Harvard University, Massachusetts Institute of Technology, Northwestern University, Rice University, University of Alaska, University of Illinois, and University of Texas. American Institute of Physics. Center for History of Physics. One Physics Ellipse College Park, MD 20740 nbl@aip.org Published in 2000 Machine-readable finding aid encoded in EAD v.1.0 by Clay Redding on March 16, 2000 from an existing finding aid using NoteTab Pro and C++ scripts created by James P. Tranowski (provided by Elizabeth Dow, Special Collections, University of Vermont). Any revisions made to this finding aid occurred as part of the editing and encoding process. Finding aid written in English.

6. Wintner
   Biography of aurel wintner (19031958) aurel wintner's father, Eduard wintner, was a businessman who had lived in Rotterdam and has emigrated to Budapest while  
   http://www-history.mcs.st-and.ac.uk/~history/Mathematicians/Wintner.html
   
   Extractions: Aurel Wintner 's father, Eduard Wintner, was a businessman who had lived in Rotterdam and has emigrated to Budapest while his mother, Charlotte Eugenie Hirshfeld, was from Vienna. Aurel attended school in Budapest, completing his school education there in 1920. Wintner's mathematical ability was recognised by one of his school teachers and, realising that he was capable of progressing much faster than the other pupils, arrangements were made to enable Wintner to use the mathematics library at the University of Budapest. This was a major influence in allowing him to discover his love of the subject, for at school it was not clear that he would continue to study science. The reason was that Wintner was extremely musical and showed great talent for the violin. As he came towards the end of his school career in 1920 he realised that he could not pursue both music and science. Many might have decided to aim for a scientific career and still keep the violin as a major hobby - in fact many of the mathematicians in this archive played the violin to a very high standard. Not so Wintner, for once he had made the decision for a scientific career he never played the violin again. Although being allowed to use the mathematics library at the University of Budapest was a major influence in directing his interests in that direction, there was another influence which pushed him towards astronomy. This came from his uncle, S Oppenheim, who was professor of mathematics at the University of Vienna. As a schoolboy Wintner had spent holidays in Vienna and had used his uncle's astronomy library.

7. References For Wintner
   References for aurel wintner. Biography in Dictionary of Scientific Biography (NewYork 19701990). Articles aurel wintner, 1903-1958, Amer. J. Math.  
   http://www-gap.dcs.st-and.ac.uk/~history/References/Wintner.html

8. Special Collections
   References for the biography of aurel wintner Biography in Dictionary of Scientific Biography (New York 19701990). Articles aurel wintner, 1903-1958, Amer.  
   http://archives.mse.jhu.edu:8000/mss/ms281.txt

9. Finding Aid To The Papers Of Norbert Wiener, 1898-1966
   Weaver, Warren, 1894. wintner, aurel, 1903-. Zygmund, Antoni, 1900-  
   http://www.aip.org/history/ead/mit_wiener/19990053.html

10. Aurel Wintner (b.1903, D.----) - Curriculum Vitae (CV)
    Special issues, 0, Theses, 0, Working papers, 0, Display All, STATISTICS. Citations,0, Rank, Publications, 5, Rank, 36174, Viewers, 2, Views, 25, aurel wintner (b.1903,d.  
    http://www.getcited.org/mbrz/10185491
    
    Extractions: Home Search Add Content Reports ... People Faculties Institutions PUBLICATIONS Bibliographies Book chapters Book reviews Books Books, edited Conf. papers Conf. presentations Conferences Discussion groups Grants Journal articles Periodicals/series Proceedings Proceedings, papers Reports Special issues Theses Working papers Display All STATISTICS Citations Rank Publications Rank Viewers Views Aurel Wintner (b.1903, d. ) Prev Next AREAS OF EXPERTISE: POSITION: FACULTY/DEPARTMENT: INSTITUTION/ORGANIZATION: EMAIL: Unknown HIGHEST DEGREE: DEGREE FROM: Unknown SEX / LANGUAGE: Unknown / LAST LOGIN: Unknown MEMBER ID: Last changed on PERMANENT ADDRESS: CURRENT ADDRESS: ABOUT getCITED CONTACT US USER INFO PREFERENCES PRIVACY LOG IN

11. Www.oakland.edu/~grossman/Erdos0d
    1938 KE, ZHAO (KO, CHAO) 4 joint papers 1938 LENGYEL, BELA A. 1938 MAHLER, KURT*2 joint papers 1939 KAC, MARK* 5 joint papers 1939 wintner, aurel* 3 joint  
    http://www.oakland.edu/~grossman/Erdos0d

12. Www.oakland.edu/~grossman/Erdos0p
    3 joint papers, first in 1948 GAL, ISTVAN SANDOR 3 joint papers, first in 1945STONE, ARTHUR HAROLD* 3 joint papers, first in 1939 wintner, aurel* 3 joint  
    http://www.oakland.edu/~grossman/Erdos0p
    
    Extractions: Erdos0p, Version 2002, February 2, 2002 This is a list of the 201 co-authors of Paul Erdos who have more than one paper with him, sorted by number of joint papers. (An additional 307 co-authors have one joint paper with Erdos.) All joint papers, even if there are other coauthors in addition to Erdos, are considered (i.e., not just the 2-author joint papers). Please send corrections and comments to . The Erdos Number Project Web site can be found at the following URL:

13. Felix.unife.it/Root/d-Mathematics/d-Dynamical-systems/d-Topological-dynamics/b-A
    Norbert Wiener/aurel wintner On the ergodic dynamics of almost periodic systems.Am. J. Math. aurel wintner Ueber die Dichte fastperiodischer Zahlenfolgen.  
    http://felix.unife.it/Root/d-Mathematics/d-Dynamical-systems/d-Topological-dynam
    
    Extractions: E. Alfsen/P. Holm: A note on compact representations and almost periodicity in topological groups. Math. Scand. 10 (1962), 127-136. (Joseph ?) Auslander/Hahn: Real functions coming from flows on compact spaces and concepts of almost periodicity. Trans. AMS 106 (1963), 415-422. John Berglund/Karl-Heinrich Hofmann: Compact semitopological semigroups and weakly almost periodic functions. SLN Math. 42 (1967). John Berglund/Hugo Junghenn/P. Milnes: Analysis on semigroups. Function spaces, compactifications, representations. Wiley 1989, 350p. 0-471-61208-1. $89. Abram Besicovitch: Almost periodic functions. Cambridge UP 1932. S. Bochner: A new approach to almost periodicity. Proc. Nat. Ac. Sci. USA 48 (1963), 2039-2043. Harald Bohr: Fastperiodische Funktionen. Jber. DMV 34 (1925), 25-41. Harald Bohr: Ueber analytische fastperiodische Funktionen. Math. Annalen 103 (1930), 1-14. Harald Bohr: Almost periodic functions. Chelsea. Harald Bohr/E. Foelner: On some types of functional spaces. A contribution to the theory of almost periodic functions. Acta Math. 76 (1944), 31-155. 5424 C. Corduneanu: Almost periodic functions. Wiley 1968. J. van der Corput: Diophantische Ungleichungen II. Rhythmische Systeme. Acta Math. 59 (1932), 209-328. M. Cotlar/R. Ricabarra: On the existence of characters in topological groups. Am. J. Math. 76 (1954), 375-388. Jane Cronin: Almost periodic solutions and critical roots. Duke Math. J. 29 (1962), 663-669. Mario Dolcher: Su un criterio di convergenza uniforme per le successioni monotone di funzioni quasi-periodiche. Rend. Sem. Padova 34 (1964), 191-199. W. Eberlein: Abstract ergodic theorems and weak almost periodic functions. Trans. AMS 67 (1949), 217-240. Robert Ellis/Harvey Keynes: Bohr compactifications and a result of Foelner. Israel J. Math. 12 (1972), 314-330. Peter Flor: Rhythmische Abbildungen abelscher Gruppen. Sber. O''st. Ak. Wiss. 174 (1966), 117-138. 10505 Peter Flor: Rhythmische Abbildungen abelscher Gruppen II. Z. Wtheorie 7 (1967), 17-28. Wolfgang Fluch: Maximal-Fastperiodizitaet von Gruppen I-II. Math. Scand. 16 (1965), 148-158, 159-163. Wolfgang Fluch: Zur Fastperiodizitaet von Gruppen. Indag. Math. 41 (1979), 245-251. Wolfgang Fluch: Funktionen auf Untergruppen der Modulgruppe. Indag. Math. 44 (1982), 19-26. I. Glicksberg/K. de Leeuw: Applications of almost periodic compactifications. Acta Math. 105 (1961), 63-97. F. Greenleaf: Invariant means on topological groups. Van Nostrand 1969. Edmund Hlawka: Rhythmische Folgen auf kompakten Gruppen I. Sber. O''st. Ak. Wiss. 171 (1962), 67-74. Edmund Hlawka/W. Henhapl: Rhythmische Folgen auf kompakten Gruppen II. Sber. O''st. Ak. Wiss. 174 (1966), 139-173. 1280 Yitzhak Katznelson: An introduction to harmonic analysis. Dover 1976. Knapp: Distal functions on groups. Trans. AMS 128 (1967), 1-40. Rolf Kultze: Fastperiodische Kompaktifikation von Halbgruppen. Math. Annalen 139 (1959), 44-50. 5423 W. Maak: Fastperiodische Funktionen. Springer 1967. A. Markov: Stabilitaet im Liapunoffschen Sinne und Fastperiodizitaet. Math. Zeitschrift 36 (1933), 708-738. John von Neumann: Almost periodic functions in a group I. Trans. AMS 36 (1934), 445-492. Giovanni Prouse: Soluzioni quasi-periodiche delle equazioni lineari di tipo parabolico. Rend. Ist. Lombardo 96 (1962), 847-860. C. Ryll-Nardzewski: Concerning almost periodic extensions of functions. Colloquium Math. 12 (1964), 235-237. George Seifert: Almost periodic solutions for almost periodic systems of ordinary differential equations. J. Diff. Equ. 2 (1966), 305-319. Raimond Struble: Almost periodic functions on locally compact groups. Proc. Nat. Ac. Sci. USA 39 (1953), 122-126. 5631 Jean-Pierre Troallic: Semigroupes semitopologiques et presque- periodicite. 2831 Hofmann/Juergensen/Weinert, 239-254. 5637 Jean-Pierre Troallic: Semigroupes affines semitopologiques compacts. 3178 Hofmann/Lawson/Pym, 171-196. C. de la Vallee-Poussin: Sur les fonctions presque-periodiques de H. Bohr. Ann. Soc. Sci. Bruxelles 47 (1927), 141-158. 12127 William Veech: Almost automorphic functions on groups. Am. J. Math. 87 (1965), 719-751. William Veech: A fixed point theorem-free approach to weak almost periodicity. Trans. AMS 177 (1973), 353-362. Andre' Weil: Sur les fonctions presque-periodiques de von Neumann. CRAS 200 (1935), 38-40. Andre' Weil: L'integration dans les groupes topologiques et ses applications. Hermann 1965. Hermann Weyl: Almost periodic invariant vector sets in a metric vector space. Am. J. Math. 71 (1949), 178-205. Norbert Wiener: A new definition of almost periodic functions. Annals of Math. 28 (1927), 365-367. Norbert Wiener/Aurel Wintner: On the ergodic dynamics of almost periodic systems. Am. J. Math. 63 (1941), 794-824. Aurel Wintner: Ueber die Dichte fastperiodischer Zahlenfolgen. Studia Math. 4 (1933), 1-3. Aurel Wintner: Prime divisors and almost-periodicity. J. Math. Phys. 21 (1942), 52-56. Aurel Wintner: Number-theoretic almost-periodicities. Am. J. Math. 67 (1945), 173-193.

14. Felix.unife.it/Root/d-Mathematics/d-Dynamical-systems/d-Topological-dynamics/b-E
    Erg. Th. Dyn. Syst. 13 (1993), 807830. Norbert Wiener/aurel wintner Harmonicanalysis and ergodic theory. Am. J. Math. 63 (1941), 415-426.  
    http://felix.unife.it/Root/d-Mathematics/d-Dynamical-systems/d-Topological-dynam

15. Matches For: MR=3:215b
    MathSciNet bibliographic data. 3,215b 85.0X wintner, aurel. The AnalyticalFoundations of Celestial Mechanics. Princeton Mathematical  
    http://www.ams.org/mathscinet-getitem?mr=3,215b

16. Matches For: MR=10:456a
    MathSciNet bibliographic data. 10,456a 36.0X wintner, aurel. A criterionof oscillatory stability. Quart. Appl. Math. 7, (1949). 115117.  
    http://www.ams.org/mathscinet-getitem?mr=10,456a

17. Ptmat.lmc.fc.ul.pt/~portmath/V/Volume15
    WESTON, JD Mean values for continuous functions on a compact group.wintner, aurel -On an instability criterion of Liapounoff.  
    http://ptmat.lmc.fc.ul.pt/~portmath/V/Volume15

18. Manuscript Registers
    William Wallace) Papers Ms. 235 Gilman (Elisabeth) Papers Ms. 236 Dixon (Stephen)Papers Ms. 275 Lasson (Kenneth) Papers Ms. 281 wintner (aurel) Papers Ms. 282  
    http://www.library.jhu.edu/specol/findit/manuscripts/msregisters/

19. History Of Astronomy: Persons (W)
    Kilgour. wintner, aurel Friedrich (19031958) Short biography andreference (MacTutor Hist. Math.). Wirtz, Carl Wilhelm (1876-1939  
    http://www.astro.uni-bonn.de/~pbrosche/persons/pers_w.html
    
    Extractions: Waineo, Thomas (1935-1996) Walch, A.T. (? - ?) Waldmeier, Max (b. 1912) Walker, Arthur Geoffrey (1909-2001) Wallace, William (1768-1843) Wallingford: see Richard of Wallingford (1291/92-1336(?)) Wallis, John (1616-1703) Walmesley, Charles (1722-1797) Short biography and references From the Catholic Encyclopedia, 1913

20. The Mathematics Genealogy Project - Index Of WIN
    Translate this page Wintgen, Peter, Humboldt-Universität zu Berlin, 1977. wintner, aurel,Winton, Charles, The University of North Carolina at Chapel Hill, 1969.  
    http://genealogy.math.ndsu.nodak.edu/html/letter.phtml?letter=WIN

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