|
Algebraic & Geometric Topology 10
(2010) 2061–2078
|
| 1 |
J F Adams, On
the structure and applications of the Steenrod algebra,
Comment. Math. Helv. 32 (1958) 180–214 MR0096219 |
| 2 |
D W Anderson,
A generalization of the Eilenberg–Moore spectral
sequence, Bull. Amer. Math. Soc. 78 (1972) 784–786
MR0310889 |
| 3 |
H J Baues,
Homotopy type and homology, Oxford Math. Monogr., Oxford
Science Publ., The Clarendon Press, Oxford Univ. Press (1996)
MR1404516 |
| 4 |
H J Baues, D
Blanc, Comparing cohomology obstructions, to appear
in J. Pure Appl. Alg. arXiv:1008.1712 |
| 5 |
H J Baues, D
Blanc, Higher order derived functors and spectral
sequence (2010) |
| 6 |
H J Baues, M
Jibladze, Secondary derived
functors and the Adams spectral sequence, Topology 45
(2006) 295–324 MR2193337 |
| 7 |
H J Baues, F
Muro, Secondary homotopy
groups, Forum Math. 20 (2008) 631–677 MR2431499 |
| 8 |
M Bendersky,
E B Curtis, H R Miller, The unstable
Adams spectral sequence for generalized homology,
Topology 17 (1978) 229–248 MR508887 |
| 9 |
D Blanc, A Hurewicz spectral
sequence for homology, Trans. Amer. Math. Soc. 318
(1990) 335–354 MR956029 |
| 10 |
D Blanc, CW simplicial
resolutions of spaces with an application to loop
spaces, Topology Appl. 100 (2000) 151–175
MR1733041 |
| 11 |
A K Bousfield,
Homotopy
spectral sequences and obstructions, Israel J. Math. 66
(1989) 54–104 MR1017155 |
| 12 |
A K Bousfield,
Cosimplicial
resolutions and homotopy spectral sequences in model
categories, Geom. Topol. 7 (2003) 1001–1053
MR2026537 |
| 13 |
A K Bousfield,
E B Curtis, D M Kan, D G
Quillen, D L Rector, J W
Schlesinger, The mod–p lower central series and
the Adams spectral sequence, Topology 5 (1966)
331–342 MR0199862 |
| 14 |
A K Bousfield,
E M Friedlander, Homotopy theory of Γ
–spaces, spectra, and bisimplicial sets, from:
"Geometric applications of homotopy theory (Proc. Conf.,
Evanston, Ill., 1977), II" (editors M G Barratt, M E
Mahowald), Lecture Notes in Math. 658, Springer (1978)
80–130 MR513569 |
| 15 |
A K Bousfield,
D M Kan, Homotopy limits, completions and
localizations, Lecture Notes in Math. 304, Springer (1972)
MR0365573 |
| 16 |
A K Bousfield,
D M Kan, The homotopy spectral sequence of a
space with coefficients in a ring., Topology 11 (1972)
79–106 MR0283801 |
| 17 |
A K Bousfield,
D M Kan, A second quadrant homotopy spectral
sequence, Trans. Amer. Math. Soc. 177 (1973) 305–318
MR0372859 |
| 18 |
W G Dwyer,
D M Kan, C R Stover, An
E2 model category structure for pointed simplicial
spaces, J. Pure Appl. Algebra 90 (1993) 137–152
MR1250765 |
| 19 |
W G Dwyer,
D M Kan, C R Stover, The bigraded
homotopy groups π i,jX of a pointed simplicial space
X, J. Pure Appl. Algebra 103 (1995) 167–188
MR1358761 |
| 20 |
P S Hirschhorn,
Model categories and their localizations, Math. Surveys
and Monogr. 99, Amer. Math. Soc. (2003) MR1944041 |
| 21 |
D G Quillen,
Spectral sequences of a double semi-simplicial group,
Topology 5 (1966) 155–157 MR0195097 |
| 22 |
D L Rector,
Steenrod operations in the Eilenberg–Moore spectral
sequence, Comment. Math. Helv. 45 (1970) 540–552
MR0278310 |
| 23 |
G Segal,
Classifying spaces and spectral sequences, Inst. Hautes
Études Sci. Publ. Math. (1968) 105–112 MR0232393 |
| 24 |
C R Stover,
A
van Kampen spectral sequence for higher homotopy
groups, Topology 29 (1990) 9–26 MR1046622 |
