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Differential geometry, Calabi-Yau theory, and general relativity (Part 2) - Lectures and articles celebrating the 70th birthday of Shing Tung Yau (Hardcover)
Loot Price: R2,158
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Differential geometry, Calabi-Yau theory, and general relativity (Part 2) - Lectures and articles celebrating the 70th birthday of Shing Tung Yau (Hardcover)
Series: Surveys in Differential Geometry
Expected to ship within 12 - 17 working days
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In 2019, mathematicians around the world celebrated the 70th
birthday of Professor Shing-Tung Yau and expressed their
appreciation and admiration. A number of conferences were held
throughout the year for this special occasion: at Harvard
University (May), at the University of Rome (May/June), at the
Chinese University of Hong Kong (June), at the 8th ICCM Congress at
Tsinghua University (June), at Lehigh University (November), and
elsewhere. This is the second of the two Surveys in Differential
Geometry volumes in honor of Professor Yau, consisting of articles
by some of the speakers at those special conferences, and several
additional contributions. The articles in this volume include:
Tristan C. Collins and Yun Shi, "Stability and the deformed
Hermitian Yang-Mills equation"; Simon Donaldson and Christopher
Scaduto, "Associative submanifolds and gradient cycles"; Davide
Gaiotto and Edward Witten, "Probing quantization via branes"; L.
Gottsche and M. Kool, "Sheaves on surfaces and virtual invariants";
Goo Ishikawa and Stanislaw Janeczko, "Symplectic singularities of
differentiable mappings"; Jun Li and Chiu-Chu Melissa Liu,
"Counting curves in quintic Calabi-Yau threefolds and
Landau-Ginzberg models"; Nikolai Nadirashvili et al., "Conformally
maximal metrics for Laplace eigenvalues on surfaces"; Kieran G.
O'Grady, "Moduli of sheaves on $K3$'s and higher dimensional HK
varieties"; Richard Schoen and Shing-Tung Yau "Positive scalar
curvature and minimal hypersurface singularities"; Penny Smith and
Karen Uhlenbeck, "Removeability of a codimension four singular set
for solutions of a Yang-Mills-Higgs equation with small energy";
and Mu-Tao Wang, "Limits of quasi-local angular momentum on an
isolated gravitating system".
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