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Seminaire Bourbaki: Volume 2018/2019 Exposes 1151-1165

Material type: TextTextSeries: Asterisque ; 422Publication details: Paris: Societe Mathematique De France, 2020Description: xi, 599 pages, 24 cmISBN:
  • 9782856299302
Subject(s): DDC classification:
  • 23 510 As853
Summary: This 71st volume of the Bourbaki Seminar contains the texts of the fifteen survey lectures delivered during the year 2018/2019. Among the topics addressed the reader will find: Euclidean lattices and theta series, pluripotential theory, random regular graphs, non-exact groups and spaces, the companion conjecture, C∗-simplicity, birational geometry of Fano varieties, stable reduction in higher dimension, higher rank Teichmüller theories, HOMFLY polynomials and Hilbert schemes, Riemann zeta function and probability, phase transition in percolation, triangulation conjecture, homology of Hurwitz spaces, and minimal hypersurfaces.
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Holdings
Item type Current library Call number Status Notes Date due Barcode Item holds
Books ISI Library, Kolkata 510 As853 (Browse shelf(Opens below)) Available Some chapters are written in French C26697
Total holds: 0

This copy is bilingual

Includes bibliographical references

This 71st volume of the Bourbaki Seminar contains the texts of the fifteen survey lectures delivered during the year 2018/2019. Among the topics addressed the reader will find: Euclidean lattices and theta series, pluripotential theory, random regular graphs, non-exact groups and spaces, the companion conjecture, C∗-simplicity, birational geometry of Fano varieties, stable reduction in higher dimension, higher rank Teichmüller theories, HOMFLY polynomials and Hilbert schemes, Riemann zeta function and probability, phase transition in percolation, triangulation conjecture, homology of Hurwitz spaces, and minimal hypersurfaces.

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