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         Weierstrass Karl:     more books (64)
  1. Corner Mellin operators and reduction of orders with parameters (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut fur Mathematik) by Bert-Wolfgang Schulze, 1988
  2. Limits: Limit (category theory), Direct limit, Category theory, Limit of a function, Karl Weierstrass, Limit of a sequence,
  3. The trace formula for Hecke operators over rank one lattices (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut fur Mathematik) by Werner Hoffmann, 1986
  4. Scattering matrix, phase shift and spectral shift for a nuclear dissipative scattering theory (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Hagen Neidhardt, 1985
  5. Weierstrass's Elliptic Functions: Mathematics, Elliptic Function, Karl Weierstrass, Upper half-plane, Modular Form, Automorphic Form, Fundamental Pair ... Eisenstein Series, Homogeneous Function
  6. A representation theorem for four-point functionals in axiomatic quantum field theory (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Joachim Rehberg, 1986
  7. Linear-time algorithms for NP-complete problems restricted to partial k-trees (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut fur Mathematik) by Petra Scheffler, 1987
  8. Algebraic model-theories: A contribution to the generalization of the notion "logical system" (Report/Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Michael Posegga, 1988
  9. Some remarks concerning the fractal dimensions of expanding attractors (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Hans Günter Bothe, 1988
  10. Regular sequences in ZZ‚‚-graded commutative algebra (Report / Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Thomas Schmitt, 1986
  11. The convex hull problem on special planar point sets (Report/Akademie der Wissenschaften der DDR, Karl-Weierstrass-Institut für Mathematik) by Kristel Unger, 1988
  12. Pisma Karla Veiershtrassa k Sofe Kovalevskoi: 1871-1891 (sost. P. IA. Kochina) by Karl Weierstrass, 1973
  13. Abhandlungen Aus Der Functionenlehre by Karl Weierstrass, 1886
  14. Studies in the history of complex function theory II: Interactions among the French school, Riemann, and Weierstrass by E Neuenschwander, 1981

61. Stephen Wolfram: A New Kind Of Science -- Index T-z
Waring's Problem, 910 Weaire, Denis L. (Ireland, 1942 ) and minimum area packings,988 in Preface, xiii weierstrass, karl TW (Germany, 1815-1897) and nested
http://www.wolframscience.com/nks/index/names/t-z.html?SearchIndex=t-z

62. Stephen Wolfram: A New Kind Of Science -- Index W
list of questions on, 856 and programs in the notes, 854 for this book, iv, 849 Weibulldistribution, 977 weierstrass, karl TW (Germany, 18151897) and nested
http://www.wolframscience.com/nks/index/w.html

A
B C D ... V W X Y Z
W
W particle
Waddington, Conrad H. (England/Scotland, 1905-1975)
and patterns on shells, 1012
Wagner's theorem
Wainwright, Thomas E. (USA, 1927- )
and molecular dynamics, 879, 999
Wajsberg, Mordechaj (Poland, 1902 - ~1940)
and axioms for logic, 1151
Wakes in fluid flow
Waldmeister (automated theorem prover) lengths of proofs from, 1175 Walker, Crayton C. (USA, 1932- ) and Boolean networks, 936 Walking fluid flow when, 996 as repetitive process, 1011 Walks, random see Random walks Wallpaper and 2D cellular automata, 929 Walras, M. E. Léon (France, 1834-1910) and math economics, 1015 Walsh, Joseph L. (USA, 1895-1973) and Walsh transforms, 1073 Walsh transforms fast, 1073 Wang, Hao (China/USA, 1921-1995) and lag systems, 894 and tag systems, 1120 and undecidability in tiling, 1139 "Want of a nail..." and chaos theory, 971 Waring, Edward (England, 1736-1798) and Waring's Problem, 910 Waring's Problem as unsolved problem, 1166 Warp drive determining possibility of, 1027

63. Karl Theodor Wilhelm Weierstrass (1815-1897)
karl weierstrass at MacTutor. karl weierstrass at Encyclopaedia Britannica.karl weierstrass at the Mathematics Genealogy Project.
http://www.math.technion.ac.il/hat/wei.html
Karl Theodor Wilhelm Weierstrass (1815-1897)
  • Karl Weierstrass at MacTutor.
  • Karl Weierstrass at Encyclopaedia Britannica.
  • Karl Weierstrass at the Mathematics Genealogy Project.
  • Sitzungsberichte der Akademie zu Berlin and , 1885. Weierstrass' paper with his proof of the Weierstrass Theorem on density on algebraic polynomials in the space of continuous real-valued functions on any finite closed interval. Also the analogous result for trigonometric polynomials. An expanded version of this paper with ten additional pages appeared in Weierstrass' "Mathematische Werke", Vol. 3, 1-37, Mayer and Muller, Berlin, 1903.
  • J. Math. Pure et Appl. and . This is the translation of the Weierstrass 1885 paper and, as the original, it appeared in two parts and in subsequent issues, but under the same title. This journal was, at the time, called Journal de Mathematique or Journal de Liouville.
  • Pinkus, A., Weierstrass and Approximation Theory, J. Approx. Theory (2000), 1-66. For those with access, this article may be viewed at IDEAL.

64. History Of Approximation Theory
Turán, Paul photo de la Vallée Poussin, Baron Charles Jean Gustave Nicolas photoWalsh, Joseph Leonard photo weierstrass, karl Theodor Wilhelm photo Zolotarev
http://www.math.technion.ac.il/hat/people.html
History of Approximation Theory (HAT)
Approximation People
Links to homepages of many of these people at MacTutor History of Mathematics may also be found here. Akhiezer, Naum Il'ich
Bernstein, Sergei Natanovich

Chebyshev, Pafnuty Lvovich

Christoffel, Elwin Bruno
...
Zygmund, Antoni

65. életrajzok: W
weierstrass, karl (1815. október 31.—1897. február 19.) német matematikus.Nevéhez fuzodik az analízis szabatos felépítése.
http://www.iif.hu/~visontay/ponticulus/eletrajzok/w.html
rovatok j¡t©k arch­vum jegyzetek mutat³k kitekintő v©lem©nyek inform¡ci³k
©letrajzok magyar¡zatok forr¡sok
WALD brah¡m (Kolozsv¡r, 1902—India, 1950): magyar sz¡rmaz¡sº amerikai matematikus. A modern matematikai statisztika egyik megalapoz³ja, a j¡t©kelm©let tov¡bbfejlesztője. K¶z©piskol¡it sz¼lőv¡ros¡ban v©gezte. Ezut¡n r¶vid ideig mag¡nºton tanulta a matematik¡t, majd a b©csi egyetemre iratkozott be. K¶zben katonai szolg¡latra h­vt¡k be a rom¡n hadseregbe, ­gy csak 1931-ben v©gzett. Ugyanekkor doktor¡lt ©s megjelentek első publik¡ci³i is. MORGENSTERN ( NEUMANN JNOS k©sőbbi szerzőt¡rsa) b©csi int©zet©ben kezdett dolgozni. 1938-ban a new-yorki Columia egyetem h­vta meg. Ott tan­tott tragikus hal¡l¡ig (rep¼lőg©p-szerencs©tlens©g ¡ldozata lett). WALLIS, John (1616. december 3.—1703. november 8.): angol matematikus ©s fizikus. A Royal Society egyik alap­t³ja. BARROW -val egy¼tt az anal­zis elők©sz­tője. 1649-től hal¡l¡ig az oxfordi egyetem tan¡ra volt.

66. Index For The Letter W
Weibel, Trudy; Weide, Bruce; weierstrass, karl; Weihl, William E. Weijland
http://sigact.acm.org/genealogy/index-W.html
This is the index into entries in the TCS Genealogy for names beginning with the letter W.
  • Waarts, Orli
  • Wachsmann, Alf
  • Wadge, William W.
  • Wagner, Bob ...
  • Wyshoff, Harry
  • 67. Mathematicians @ SchoolAtlas
    and More. weierstrass, karl (18151897) from Eric Weisstein's TreasureTrove of Scienti -weierstrass, karl (1815-1897); Jordan
    http://www.schoolatlas.com/search2/Math/Mathematicians/index1.html
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    College Search Here: Academic Websites Yahoo! Google Ask Jeeves About.com Alta Vista Lycos Excite HotBot Infoseek Northern Light DejaNews Lawcrawler Metacrawler Look Smart Math Mathematicians
  • John Knopfmacher -Centre for Applicable Analysis and Number Theory
  • Whitehead, Alfred North -Whitehead, Alfred North
  • Luke's Marin Mersenne Page -A collection of pages about, and links to, Marin Mersenne(1588-1648), French philosopher, mathematician, Minim theologian, and scientist.
  • AAS-Biographical memoirs-Mahler -Kurt Mahler 1903-1988
  • Olympiad Math Madness
  • Willard Van Orman Quine home page by Douglas Boynton Quine -Home page for Willard Van Orman Quine, mathematician and philosopher including list of books, articles, essays, students, and travels. Includes links to other Willard Van Orman Quine Internet resources as well as to other Family Web Sites by Douglas Boynton Quine.
  • EDMUND LANDAU
  • Clifford A. Pickover's Home Page
  • 68. Biography-center - Letter W
    Weichardt, Julius Wolfgang www.whonamedit.com/doctor.cfm/1712.html; weierstrass,karl wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/weierstrass.html;
    http://www.biography-center.com/w.html
    Visit a
    random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish
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    457 biographies

    69. Karl Otto Stöhr
    karl Otto Stöhr. LIST OF PUBLICATIONS. Trigonal Gorenstein curves. J. PureAppl. Gorenstein curves with quasisymmetric weierstrass semigroups.
    http://www.impa.br/~stohr
    LIST OF PUBLICATIONS
    • Trigonal Gorenstein curves.
      J. Pure Appl. Algebra
      In collaboration with R. Rosa
    • Hyperelliptic Gorenstein curves.
      J. Pure Appl. Algebra
    • Local and global zeta-functions of singular algebraic curves.
      Journal of Number Theory
    • Moduli spaces of curves with quasi-symmetric gap sequences.
      Geometriae Dedicata
      In collaboration with G. Oliveira
    • Gorenstein curves with quasi-symmetric Weierstrass semigroups.
      Geometriae Dedicata
      In collaboration with G. Oliveira
    • Non-classical Gorenstein curves of arithmetic genus three and four.
      Math. Zeitschrift
      In collaboration with E.S. Freitas
    • Higher order differentials and Weierstrass points on Gorenstein curves. Manuscripta Math. In collaboration with C.F. de Carvalho
    • On the moduli spaces of Gorenstein curves with symmetric Weierstrass semigroups. J. Reine Angew. Math. (Crelle's Journal)
    • On the poles of regular differentials of singular curves. Bol. Soc. Bras. Mat.
    • Weierstrass gap sequences and moduli varieties of trigonal curves. J. Pure Appl. Algebra In collaboration with P. Viana

    70. Entertainment Family Zone Reference
    weierstrass, karl Wilhelm Theodor (Encyclopedia) weierstrass, karl WilhelmTheodor , 1815 – 97 , German mathematician. From 1864 more .
    http://rhyme.lycos.com/r/rd.cgi?c=enc&url=rigorous

    71. Wiestrass And Kovalevski
    karl weierstrass is known as the father of modern analysis. Later in 1871, Sofiatransferred to the University of Berlin to study under karl weierstrass.
    http://www.andrews.edu/~calkins/math/biograph/bioweier.htm
    Biographies of Mathematicians - Wiestrass and Kovalevski
    Table of Contents
    Introduction
    Sofia Kovalevskaya was born in the 1800's to a noble Russian family. During this time women were discouraged in the field of mathematics. Karl Weierstrass is known as the father of modern analysis. He didn't start out in the field of mathematics though, and spent about four years of college drunk. Later on he discovered his love for mathematics, and became a great mathematics professor. He made many discoveries in the area of complex numbers, elliptic functions, abelian functions, and calculus of variations. Many great mathematicians came to study under him, including Sofia Kovalevski.
    Biography of Wiestrass
    Biography of Kovalevski
    Sofia Kovalevskaya was born on January 15, 1850 in Moscow Russia to a family of nobility. She died from pnemonia on February 10, 1891 in Stockholm Sweden. Sofia got most of her schooling from tutors, and governesses, since her family was fairly well off. She had her first encounter with calculus in her nursery when she was 11. During the time there was a wallpaper shortage, so her walls had been plastered with pages of Ostrogradski's lecture notes on differential and integral analysis. She became v ery interested in math, and studied her wallpaper with increasing intrigue. Sofia had such a strong love for mathematics, that she began to neglect her other studies. This made her father angry so he decided to stop Sofia's math lessons. Sofia was very dedicated to mathematics, so she borrowed a copy of Boudreau's

    72. NEWS ALERT
    Indian Space Research Organisation (ass061). karl weierstrass (per001). Latticecomputing (ans059). Strange beauty (br001). weierstrass, karl (per001).
    http://202.41.94.163/aug00/
    NEWS ALERT August 2000
    INDEX
    Anti-cancer activities Antiprotons Antiproton ring Anti-viral activities ... Cover Page

    73. Biografías (Orden Alfabético)
    Translate this page WEBERN, ANTON VON, WEBSTER, DANIEL. WEGENER, ALFRED LOTHAR, WEI, DINASTÍA.weierstrass, karl, WEIL, SIMONE. WEISMANN, AUGUST, WEISS, PETER.
    http://www.canalsocial.net/biografia/listabiografiaOA.asp?letra=W

    74. Encyclopædia Britannica
    weierstrass, karl (18151897) Short biography of this German mathematician alsoknown as the father of modern analysis. Describes his work on Abelian
    http://search.britannica.com/search?query=Karl Donitz

    75. Weierstrass
    Translate this page weierstrass. Fecha de primera versión 15-11-97. Fecha de últimaactualización 13-09-98. karl weierstrass (1815-1897) Alemán.
    http://personal.redestb.es/javfuetub/Biografias/Weierstrass.htm
    Weierstrass
    Karl Weierstrass (1815-1897): Retrato

    76. Festschrift Zur Gedächtnisfeier Für Karl Weierstrass 1815-1965. (in Lcmarc)
    Translate this page Festschrift zur Gedächtnisfeier für karl weierstrass 1815-1965. Title Festschriftzur Gedächtnisfeier für karl weierstrass 1815-1965. Hrsg.
    http://lcmarc.dra.com/lcmarc/AJY-9104
    Festschrift zur Gedächtnisfeier für Karl Weierstrass 1815-1965.
    Title:
    Author:
    Published:
    • Köln u. Opladen, Westdeutscher Verlag, 1966.
    Subject:
    Series:
    Material:
    • 612 p. 25 cm.
    Note:
    • Includes bibliographies.
    ISBN:
  • System ID no:
    • AJY-9104
  • If you have a valid library card, you may place a hold on this item for pickup at the library. Please send comments, suggestions, or bug reports to webmaster@www.dra.com

    77. Untitled Document
    anomaly to be relegated to the margins of our understanding of continuous functions,weierstrass'\index{weierstrass@weierstrass, karl} example and those like
    http://community.middlebury.edu/~abbott/UA/UA5point5.html
    Understanding Analysis
    Stephen Abbott, Middlebury College
    Springer-Verlag Press, New York, 2001
    Epilogue to Chapter 5 Far from being an anomaly to be relegated to the margins of our
    understanding of continuous functions,
    those like it should actually serve as a guide to our intuition.
    The image of continuity as a smooth curve in our mind's eye
    severely misrepresents the situation and is the result of a bias
    stemming from an overexposure to the much smaller class of
    differentiable functions. The lesson here is that continuity is a
    strictly weaker notion than differentiability. In Section
    Weierstrass' construction is actually typical of continuous
    functions. We will see that most continuous functions are
    nowhere-differentiable, so that it is really the differentiable functions that are the exceptions rather than the rule. The details of how to phrase this observation more rigorously are To say that the nowhere-differentiable function $g$ constructed in the previous section has ``corners'' at every point of its domain slightly misses the mark. Weierstrass' original class of

    78. Untitled Document
    On the other hand, it was not until around 1820 that Cauchy, Bolzano, weierstrass,\index{weierstrass@weierstrass,karl}\index{Bolzano, Bernhard}\index{Cauchy
    http://community.middlebury.edu/~abbott/UA/UA4point1.html
    Understanding Analysis
    Stephen Abbott, Middlebury College
    Springer-Verlag Press, New York, 2001
    Chapter 4: Functional Limits and Continuity Discussion: Examples of Dirichlet and Thomae Although it is common practice in calculus courses to discuss
    continuity before differentiation, historically mathematicians'
    attention to the concept of continuity came long after the
    problems as early as 1629. On the other hand, it was not until
    around 1820 that Cauchy, Bolzano,
    characterize continuity in terms more rigorous than prevailing
    intuitive notions such as ``unbroken curves'' or ``functions which
    have no jumps or gaps.'' The basic reason for this two-hundred
    year waiting period lies in the fact that, for most of this time,
    discontinuities. Functions were entities such as polynomials,
    sines, and cosines, always smooth and continuous over their relevant domains. The gradual liberation of the term function to its modern understanding-a rule associating a unique output to a given input-was simultaneous with 19th century investigations into the behavior of infinite series. Extensions of the power of

    79. Untitled Document
    Translate this page karl Theodor Wilhelm weierstrass. 1815 - 1897. karl weierstrass est connupour sa construction de la théorie des fonctions complexes.
    http://www.sfrs.fr/e-doc/weierstr.htm
    Karl Theodor Wilhelm Weierstrass

    80. William Marshall Bullitt Collection Of Rare Mathematics And Astronomy
    Riemann equations. weierstrass, karl (1815 1897). Beitrag zur Theorieder Abel'schen Integrale. Braunsberg, Heyne, 1849. One of
    http://www.louisville.edu/library/ekstrom/special/bullitt/bullitt.html
    University of Louisville
    Ekstrom Library
    Special Collections

    The William Marshall Bullitt Collection of Rare Mathematics and Astronomy
    Louisville attorney William Marshall Bullitt began to collect rare mathematics books in 1936. Building upon a family history of book collecting and his own passion for mathematics, Bullitt set out to gather first editions works by the twenty-five greatest mathematicians of all time, a goal established during a parlor game instigated by his friend G.H. Hardy. Within a decade Bullitt had amassed over 300 volumes by sixty mathematicians and astronomers. Except for a loan of choice volumes to Harvard for a 1953 exhibition, he kept the collection in his law office where he could refer to his favorites and use them as examples when he asked young attorneys aspiring to employment with his firm, "How much mathematics have you had?"
    Mr. Bullitt, shown here with his wife Nora in the library at Oxmoor, their home in Louisville, left all his books to her when he died in 1957. The following year, Mrs. Bullitt gave the rare mathematics and astronomy books to the University of Louisville. Mr. Bullitt's files of correspondence with mathematicians and rare book dealers joined the collection in 1980, thanks to the initiative of Uof L Mathematics professor Richard M. Davitt.
    Although William Marshall Bullitt enjoyed success as an expert in
    in 1951 for $500, an "outrageous price" in his estimation. Today the William Marshall Bullitt Collection of Rare Mathematics and Astronomy is priceless, not only for faculty and students at the University of Louisville, but for those to whom we offer the following list, a subset of a 370 volume collection.

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