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Showing 21-40 of 43 results
  1. An Essay on the Riemann Hypothesis

    The Riemann hypothesis is, and will hopefully remain for a long time, a great motivation to uncover and explore new parts of the mathematical world....
    Chapter 2016
  2. Simultaneous dense and nondense orbits for commuting maps

    We show that, for two commuting automorphisms of the torus and for two elements of the Cartan action on compact higher rank homogeneous spaces, many...

    Vitaly Bergelson, Manfred Einsiedler, Jimmy Tseng in Israel Journal of Mathematics
    Article 01 September 2015
  3. Zurich 1910–1921

    Zermelo’s time in Zurich from 1910 to 1916 stands out as the only period in his life when he held a paid university professorship. The early end of...
    Heinz-Dieter Ebbinghaus in Ernst Zermelo
    Chapter 2015
  4. Göttingen 1897–1910

    On 19 July 1897 Zermelo, still in Berlin, turned to Felix Klein in Göttingen for advice: Since my doctorate in October 1894 I have been an assistant...
    Heinz-Dieter Ebbinghaus in Ernst Zermelo
    Chapter 2015
  5. Complex continued fractions: early work of the brothers Adolf and Julius Hurwitz

    The two brothers Julius and Adolf Hurwitz were born in the middle of the nineteenth century in a small town near Hanover (not far from Göttingen)....

    Nicola M. R. Oswald, Jörn J. Steuding in Archive for History of Exact Sciences
    Article 19 February 2014
  6. Limit points badly approximable by horoballs

    For a proper, geodesic, Gromov hyperbolic metric space X , a discrete subgroup of isometries Γ whose limit set is uniformly perfect, and a disjoint...

    Dustin Mayeda, Keith Merrill in Geometriae Dedicata
    Article 22 May 2012
  7. Creators

    The title of any book, monograph, or article tells the reader broadly what he can expect to attain from the book by reading it. The title is...
    Ravi P. Agarwal, Syamal K. Sen in Creators of Mathematical and Computational Sciences
    Chapter 2014
  8. The Three Battles

    Brouwer had to defend himself on three fronts: the Formalism-Intuitionism conflict, the War of the frogs and the mice, The Menger dimension conflict....
    Chapter 2013
  9. Schmidt’s game on fractals

    We construct (α, β) and α-winning sets in the sense of Schmidt’s game, played on the support of certain measures (absolutely friendly) and show how...

    Article 01 June 2009
  10. Diophantine Approximations on Fractals

    We exploit dynamical properties of diagonal actions to derive results in Diophantine approximations. In particular, we prove that the continued...

    Manfred Einsiedler, Lior Fishman, Uri Shapira in Geometric and Functional Analysis
    Article 12 February 2011
  11. Curves and the Theorem of Riemann-Roch

    In the following k is a field, \(\bar {k}\) is an algebraic closure and k...
    Chapter 2011
  12. “Local–Global”: the first twenty years

    This paper investigates how and when pairs of terms such as “local–global” and “ im Kleinen im Grossen ” began to be used by mathematicians as explicit...

    Article 17 November 2010
  13. 1920 – 1929

    The correspondence of the twenties continued the post-war trend. In 1920 the first written intuitionistic discussion between Brouwer and Weyl took...
    Chapter 2011
  14. Regression Models

    In this chapter, we illustrate R to fit some common regression models from a Bayesian perspective. We first outline the Bayesian normal regression...
    Chapter 2009
  15. On the Distribution Modulo 1 of Exponential Sequences

    New quantitative results on the intersection of winning sets and the Hausdorff dimension of this intersection are obtained. An application to the...

    R. K. Akhunzhanov in Mathematical Notes
    Article 01 July 2004
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