journal article
Jun 01, 1986
A generalization of the lambda algebra
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References
9
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Bousfield, A.K., Curtis, E.B., Kan, D.M., Quillen, D.G., Rector, D.L., Schlesinger, J.W.: The mod-p lower central series and the Adams spectral sequence. Topology5, 331?342 (1966)
10.1016/0040-9383(66)90024-3
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Davis, D.M., Mahowald, M.E.: Ext groups over the subalgebraA 2 of the Steenrod algebra, Current Trends in Algebraic Topology. Can. Math. Soc. conf. proc.2, Part 1, 297?342 (1982)
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Goerss, P.G., Jones, J.D.S., Mahowald, M.E.: Some generalized Brown-Gitler spectra. Trans. AMS294, 113?132 (1986)
10.1090/s0002-9947-1986-0819938-3
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Mahowald, M.E.: A new infinite family in*? S , Topology16, 249?256 (1977)
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Mahowald, M.E.:bo-resolutions. Pac. J. Math.192, 365?383 (1981)
10.2140/pjm.1981.92.365
[6]
Milnor, J.W.: The Steenrod algebra and its dual. Ann. Math.67, 150?171 (1958)
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Priddy, S.B.: Koszul resolutions. Trans. Am. Math. Soc.152, 39?60 (1970)
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Ravenel, D.C.: Complex cobordism and the stable homotopy of spheres. Amsterdam: North Holland 1986
[9]
Shick, P.L.: Periodic phenomena in the classical Adams spectral sequence. Dissertation Northwestern University (1984)
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Citations
9
References
Details
- Published
- Jun 01, 1986
- Vol/Issue
- 192(2)
- Pages
- 243-251
- License
- View
Authors
Cite This Article
W. Lellmann, M. Mahowald (1986). A generalization of the lambda algebra. Mathematische Zeitschrift, 192(2), 243-251. https://doi.org/10.1007/bf01179426
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