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In the context of studying string backgrounds, much work has been devoted to the question of how similar a general quantum field theory (specifically, a two-dimensional superconformal theory) is to a sigma model.
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Pierre Deligne, Phillip Griffiths, John Morgan and Dennis Sullivan · 1975
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Jean Barge · 1976
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Dennis Sullivan · 1977
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“Differential forms in algebraic topology”, Graduate Texts in Mathematics 82
Raoul Bott and Loring˜W. Tu · 1982
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Edward Witten · 1982
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Edward Witten · 1982
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Luis “’Alvarez-Gaum“’e · 1983
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Wolfgang Lerche, Cumrun Vafa and Nicholas˜P. Warner · 1989
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Mikhail˜S. Verbitsky · 1990
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Nathan Berkovits and Cumrun Vafa · 1995
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“Superstrings and manifolds of exceptional holonomy”
Samson˜L. Shatashvili and Cumrun Vafa · 1995
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Mikhail˜S. Verbitsky · 1995
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“On the cohomology of Kähler and hyper-Kähler manifolds”
Simon˜M. Salamon · 1996
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“Cohomology of compact hyperkähler manifolds and its applications”
Mikhail˜S. Verbitsky · 1996
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“On the algebras of BPS states”
Jeffrey˜A. Harvey and Gregory Moore · 1998
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“Rational homotopy types of mirror manifolds”, 1999
Jian Zhou · 1999
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“Hyper-Kähler manifolds”
Andrew˜S. Dancer · 2001
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“On the Betti numbers of irreducible compact hyperkähler manifolds of complex dimension four”
Daniel Guan · 2001
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“Complex geometry: An introduction”, Universitext
Daniel Huybrechts · 2005
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“Electric–magnetic duality and the geometric Langlands program”
Anton Kapustin and Edward Witten · 2007
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“Aspects of N T ≥ 2 {N}_{T}\geq 2 topological gauge theories and D-branes”
Matthias Blau and George Thompson · 1997
Cited alongside, same era.
“Supersymmetry and the cohomology of (hyper) Kähler manifolds”
Jos“’e˜M. Figueroa-O’Farrill, Christian K“”ohl and Bill˜J. Spence · 1997
Cited alongside, same era.
“Twisted N = 2 N=2 Supersymmetry with Central Charge and Equivariant Cohomology”
Jose M.˜F. Labastida and Marcos Mariño · 1997
Cited alongside, same era.
“Fivebranes, links, and spectral sequences”, To appear
Sergei Gukov et al
Cited in the paper.
Yves F“’elix, John Oprea and Daniel Tanr“’e · 2008
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“Defect perturbations in Landau–Ginzburg models”
Ilka Brunner, Daniel Roggenkamp and Sebastiano Rossi · 2010
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“Rational homotopy theory and differential forms”, Progress in Mathematics 16
Phillip˜A. Griffiths and John Morgan · 2013
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