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  • - From Neolithic Scots to John McKay
     
    1.579,95 kr.

    Contains papers presented at a conference held in April 2007 at the CRM in Montreal honouring the remarkable contributions of John McKay. This title features the papers that cover a wide range of topics, including group theory, symmetries, modular functions, and geometry, with focus on 2 areas: 'Monstrous Moonshine' and the 'McKay Correspondence'.

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    1.402,95 kr.

    One of the most active areas in mathematics is the topic of 'additive combinatorics'. This book brings together key researchers from different areas, sharing their insights in articles meant to inspire mathematicians coming from various backgrounds.

  • - Lecture Notes of the 50th Seminaire de Mathematiques Superieures (SMS), Montreal, 2011
    af Galia Dafni
    1.331,95 kr.

    Contains lecture notes from most of the courses presented at the 50th anniversary edition of the Seminaire de Mathematiques Superieure in Montreal. This 2011 summer school was devoted to the analysis and geometry of metric measure spaces, and featured much interplay between this subject and the emergent topic of optimal transportation.

  •  
    1.469,95 kr.

    Collects articles from the meeting of the Canadian Number Theory Association held at the Centre de Recherches Mathematiques (CRM) at the University of Montreal. This book covers topics such as algebraic number theory, analytic number theory, arithmetic algebraic geometry, computational number theory, and Diophantine analysis and approximation.

  • - The Geometry of Solitons
    af Colin Rogers, Alan Coley, Decio Levi, mfl.
    1.744,95 kr.

    Deals with Backlund and Darboux transformations and their applications in the theory of integrable systems, also known as soliton theory. This book contains original contributions that represent various developments in the theory and applications of these transformations.

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    1.111,95 kr.

    In March 1997, the Centre de Recherches Mathematiques held the first scientific meeting devoted exclusively to the bispectral problem. This work aims to search for solutions to eigenvalue problems that satisfy additional equations in the spectral parameter, for example, pairs of eigenvalue equations.

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