1.
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Differential cohomology
theories |
|
i)
|
M.
J. Hopkins & I. M. Singer, Quadratic
functions in geometry, topology,and M-theory. math.AT/0211216 |
|
ii)
|
Jeff
Cheeger & James Simons,
Differential characters and geometric invariants, Geometry and
topology (College Park, MD, 1983/84), 50--80, Lecture Notes in
Mathematics, 1167, Springer, Berlin, 1985.
|
|
iii)
|
Pierre
Deligne, Théorie de Hodge: III,
Publications mathématiques de l'I.H.É.S., tome 44 (1974),
p. 5 - 77.
|
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iv)
|
Section 2 of Daniel S. Freed, Gregory W.
Moore, Graeme Segal, Heisenberg Groups and
Noncommutative Fluxes. hep-th/0605200
|
|
v)
|
Daniel S. Freed, Dirac Charge
Quantization and Generalized Differential Cohomology. hep-th/0011220
|
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vi)
|
F. Reese Harvey & H. Blaine Lawson,
Jr., The de Rham-Federer Theory of
Differential Characters and Character Duality. math.DG/0512251
|
|
vii)
|
Daniel S. Freed, Pions and Generalized Cohomology. hep-th/0607134
|
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viii)
|
Edward
Witten, Five-Brane Effective Action
In M-Theory. hep-th/9610234
|
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ix)
|
Daniel
S. Freed, Gregory W. Moore, Graeme Segal, The Uncertainty of Fluxes. hep-th/0605198
|
|
|
|
2.
|
|
Locality
in Quantum Field Theory
|
|
|
|
3.
|
|
D-branes
in Landau-Ginzburg Models
|
|
|
|
4.
|
|
Fibered
Conformal Field Theories (Nongeometric compactifications)
|
|
i)
|
Alex
Flournoy, Brian Wecht, Brook Williams, Constructing Nongeometric Vacua in String Theory.
hep-th/0404217
|
|
ii)
|
C. M.
Hull, A Geometry for Non-Geometric
String Backgrounds. hep-th/0406102 |
|
iii)
|
Simeon
Hellerman, John McGreevy, Brook Williams, Geometric Constructions of Nongeometric
String Theories. hep-th/0208174 |
|
iv)
|
Atish
Dabholkar, Chris Hull, Generalised
T-Duality and Non-Geometric Backgrounds. hep-th/0512005 |
|
v)
|
Simeon
Hellerman, Johannes Walcher, Worldsheet
CFTs for Flat Monodrofolds. hep-th/0604191 |
|
|
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5.
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Generalized
complex geometry
|
