Geometry & Topology Monographs 11
(2007) 33–58
|
1 |
K A Behrend,
On the
de Rham cohomology of differential and algebraic
stacks, Adv. Math. 198 (2005) 583–622 MR2183389 |
2 |
J Cheeger, J
Simons, Differential characters and geometric
invariants, from: "Geometry and topology (College Park,
Md., 1983/84)", Lecture Notes in Math. 1167, Springer (1985)
50–80 MR827262 |
3 |
M Crainic, I
Moerdijk, \vCech–De
Rham theory for leaf spaces of foliations, Math. Ann.
328 (2004) 59–85 MR2030370 |
4 |
P Deligne, Théorie
de Hodge. II, Inst. Hautes Études Sci. Publ. Math.
(1971) 5–57 MR0498551 |
5 |
J L Dupont,
Simplicial de
Rham cohomology and characteristic classes of flat
bundles, Topology 15 (1976) 233–245 MR0413122 |
6 |
J L Dupont,
Curvature and characteristic classes, Lecture Notes in
Mathematics 640, Springer (1978) MR0500997 |
7 |
J Dupont, R
Hain, S Zucker, Regulators and characteristic
classes of flat bundles, from: "The arithmetic and geometry
of algebraic cycles (Banff, AB, 1998)", CRM Proc. Lecture Notes
24, Amer. Math. Soc. (2000) 47–92 MR1736876 |
8 |
J L Dupont, H
Just, Simplicial currents, Illinois J. Math. 41
(1997) 354–377 MR1458178 |
9 |
H Esnault, Characteristic
classes of flat bundles, Topology 27 (1988)
323–352 MR963635 |
10 |
H Esnault,
Algebraic differential characters, from: "Regulators in
analysis, geometry and number theory", Progr. Math. 171,
Birkhäuser (2000) 89–115 MR1724888 |
11 |
M Felisatti,
Differential
characters and multiplicative cohomology,
K–Theory 18 (1999) 267–276 MR1722798 |
12 |
E Getzler, The equivariant
Chern character for non-compact Lie groups, Adv. Math.
109 (1994) 88–107 MR1302758 |
13 |
M J Hopkins,
I M Singer, Quadratic
functions in geometry, topology, and M–theory, J.
Differential Geom. 70 (2005) 329–452 MR2192936 |
14 |
M Karoubi,
Homologie cyclique et K–théorie,
Astérisque 149 (1987) 147 MR913964 |
15 |
M Karoubi, Théorie
générale des classes caractéristiques
secondaires, K–Theory 4 (1990) 55–87
MR1076525 |
16 |
M Karoubi, Classes
caractéristiques de fibrés feuilletés,
holomorphes ou algébriques, K–Theory 8
(1994) 153–211 MR1273841 |
17 |
C Laurent-Gengoux,
J L Tu, P Xu, Chern–Weil map for
principal bundles over groupoids, arXiv:math.DG/0401420 |
18 |
E Lupercio, B
Uribe, Differential characters on orbifolds and string
connections I: Global quotients, from: "Gromov–Witten
theory of spin curves and orbifolds", Contemp. Math. 403, Amer.
Math. Soc. (2006) 127–142 arXiv:math.DG/0311008
MR2234887 |
19 |
G Segal, Classifying
spaces and spectral sequences, Inst. Hautes Études
Sci. Publ. Math. 34 (1968) 105–112 MR0232393 |