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  • »  Philip Candelas

Philip Candelas

  • Heterotic String Compactification with a View Towards Cosmology

    Heterotic String Compactification with a View Towards Cosmology

  • Vincent Bouchard – Associate Professor

    Vincent Bouchard – Associate Professor

  • Calabi-Yau Geometry and Higher Genus Mirror Symmetry

    Calabi-Yau Geometry and Higher Genus Mirror Symmetry

  • MEMORIA DEL CENTRO DE CIENCIAS DE BENASQUE Barcelona, 31 De Diciembre De 2005

    MEMORIA DEL CENTRO DE CIENCIAS DE BENASQUE Barcelona, 31 De Diciembre De 2005

  • Albert Einstein

    Albert Einstein

  • BRYCE SELIGMAN DEWITT January 8, 1923–September 23, 2004

    BRYCE SELIGMAN DEWITT January 8, 1923–September 23, 2004

  • Issue 93 ISSN 1027-488X

    Issue 93 ISSN 1027-488X

  • Quaderni Del Trentennale 1975-2005

    Quaderni Del Trentennale 1975-2005

  • Gazette 2019 3

    Gazette 2019 3

  • The Shape of Inner Space Provides a Vibrant Tour Through the Strange and Wondrous Possibility SPACE INNER

    The Shape of Inner Space Provides a Vibrant Tour Through the Strange and Wondrous Possibility SPACE INNER

  • Calabi-Yau Threefolds and Heterotic String Compactification

    Calabi-Yau Threefolds and Heterotic String Compactification

  • An Exceptional Field Theory and Heterotic String Perspective

    An Exceptional Field Theory and Heterotic String Perspective

  • Philip Candelas

  • 2013 Annual Report

    2013 Annual Report

  • Mathematics of the Heavens Robert Osserman

    Mathematics of the Heavens Robert Osserman

  • A Calabi-Yau Cartography by Yang-Hui He*

    A Calabi-Yau Cartography by Yang-Hui He*

  • Gromov-Witten Theory and Type II Extremal Transitions

    Gromov-Witten Theory and Type II Extremal Transitions

  • Membership of Sectional Committees 2015

    Membership of Sectional Committees 2015

Top View
  • With Shing-Tung Yau Interviewer: Shinobu Hosono
  • January 2008 Prizes and Awards
  • Applications of Mirror Symmetry to the Classification of Fano Varieties
  • Gromov-Witten Invariants of Symmetric Products of Projective Space
  • Job Description and Selection Criteria
  • Membership of Sectional Committees 2014
  • NOT EVEN WRONG Tells a Fascinating and Complex Story About Human
  • View This Volume's Front and Back Matter
  • Sciama Lecture: Appointment with Strings
  • Scientific Report for the Years 1993 – 2002
  • Gazette 2018 7
  • Toric Geometry and String Theory
  • The Arithmetic of Calabi–Yau Manifolds and Mirror Symmetry
  • Lectures on Complex Geometry, Calabi–Yau Manifolds and Toric


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