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The concordance homotopy groups of geometric automorphism groups

Lecture notes in mathematics : 215 (Alle Bände)

1971

Signatur: THG1079

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [Elektronische Ressource]

1967

Link zum Volltext
Springer Lecture Notes Archiv (- Jg. 1996) (ZDB-1-SLN)

The Concordance-Homotopy Groups of Geometric Automorphism Groups [Elektronische Ressource]

1971

Link zum Volltext
Springer Lecture Notes Archiv (- Jg. 1996) (ZDB-1-SLN)

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity

Lecture Notes in Mathematics : 4

1967

Link zum Volltext
Volltext

Complex cobordism and stable homotopy groups of spheres

Ravenel, Douglas C

2. ed, 2004

Signatur: THB2541(2)

Complex cobordism and stable homotopy groups of spheres

Ravenel, Douglas C

1986

Link zum Volltext
Elsevier eBook collection on ScienceDirect - Mathematics (ZDB-1-ELC)
An electronic book accessible through the World Wide Web; click for information

The Concordance-Homotopy Groups of Geometric Automorphism Groups

Lecture Notes in Mathematics : 215

1971

Link zum Volltext
Volltext

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [electronic resource]

2nd ed. 1967, 1967

Link zum Volltext
SpringerLink Books - AutoHoldings

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [electronic resource]

1st ed. 1964, 1964

Link zum Volltext
SpringerLink Books - AutoHoldings

v 1-periodic homotopy groups of SO(n)

Memoirs of the American Mathematical Society : 815 (Alle Bände)

2004

Signatur: TBR1389-815

Stable Homotopy Groups of Spheres : A Computer-Assisted Approach [Elektronische Ressource]

1990

Link zum Volltext
Springer Lecture Notes Archiv (- Jg. 1996) (ZDB-1-SLN)

Groups of homotopy classes : (rank formulas and homotopy commutativity)

Lecture notes in mathematics : 4 (Alle Bände)

2., rev. ed, 1967

Signatur: THB1171(2)

Complex cobordism and stable homotopy groups of spheres

Pure and applied mathematics : 121 (Alle Bände)

Ravenel, Douglas C

1986

Signatur: THB2541

Groups of homotopy self-equivalences and related topics : proceedings of the Workshop on Groups of Homotopy Self-Equivalences and Related Topics, September 5 - 11, 1999, University of Milan, Gargnano, Italy

Contemporary mathematics : 274 (Alle Bände)

Maruyama, Ken-ichi[Herausgeber]

2001

Signatur: TBR1664-274

Commutator calculus and groups of homotopy classes

London Mathematical Society lecture note series : 50 (Alle Bände)

Baues, Hans J

1981

Link zum Volltext
Cambridge University Press online books

Commutator calculus and groups of homotopy classes

London Mathematical Society lecture note series : 50 (Alle Bände)

Baues, Hans J

1981

Signatur: THB2363

The concordance-homotopy groups of geometric automorphism groups

1st ed. 1971, [1971]

Link zum Volltext
SpringerLink Books - AutoHoldings

Induction theorems for groups of homotopy manifold structures

Memoirs of the American Mathematical Society : 267 (Alle Bände)

Nicas, Andrew J

1982

Stable homotopy groups of spheres : a computer assisted approach

Lecture notes in mathematics : 1423 (Alle Bände)

Kochman, Stanley O

1990

Signatur: THB2745

Stable Homotopy Groups of Spheres : A Computer-Assisted Approach

Lecture Notes in Mathematics : 1423

Kochman, Stanley O

1990

Link zum Volltext
Volltext

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity

Lecture Notes in Mathematics, An informal series of special lectures, seminars and reports on mathematical topics : 4

1964

Link zum Volltext
Volltext

Composition Methods in Homotopy Groups of Spheres. (AM-49), Volume 49

Toda, Hiroshi

[2016]

Homotopy theory

Whitehead, George W

1966

Signatur: THB1757

On finite groups and homotopy theory

Memoirs of the American Mathematical Society : 567 (Alle Bände)

Levi, Ran

1995

Signatur: TBR1389-567

From representation theory to homotopy groups

Memoirs of the American Mathematical Society : 759 (Alle Bände)

Davis, Donald M

2002

Signatur: TBR1389-759

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Hilton, Peter John
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International Congress of Mathematicians
(12)
Fomenko, Anatolij Timofeevič
(11)
Baues, Hans J
(9)
May, Jon Peter
(8)
Adams, John Frank
(6)
James, Ioan M
(6)
Ravenel, Douglas C
(6)
Tom Dieck, Tammo
(6)
Atiyah, Michael Francis
(5)
Bott, Raoul
(5)
Bredon, Glen E
(5)
Goerss, Paul G
(5)
Jardine, John F
(5)
Mislin, Guido
(5)
Naber, Gregory L
(5)
Novikov, Sergej P
(5)
Piccinini, Renzo
(5)
Tu, Loring W
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Adem, Alejandro
(4)

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(46)
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(35)
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(19)
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The concordance homotopy groups of geometric automorphism groups

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [Elektronische Ressource]

The Concordance-Homotopy Groups of Geometric Automorphism Groups [Elektronische Ressource]

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity

Complex cobordism and stable homotopy groups of spheres

Complex cobordism and stable homotopy groups of spheres

The Concordance-Homotopy Groups of Geometric Automorphism Groups

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [electronic resource]

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity [electronic resource]

v 1-periodic homotopy groups of SO(n)

Stable Homotopy Groups of Spheres : A Computer-Assisted Approach [Elektronische Ressource]

Groups of homotopy classes : (rank formulas and homotopy commutativity)

Complex cobordism and stable homotopy groups of spheres

Groups of homotopy self-equivalences and related topics : proceedings of the Workshop on Groups of Homotopy Self-Equivalences and Related Topics, September 5 - 11, 1999, University of Milan, Gargnano, Italy

Commutator calculus and groups of homotopy classes

Commutator calculus and groups of homotopy classes

The concordance-homotopy groups of geometric automorphism groups

Induction theorems for groups of homotopy manifold structures

Stable homotopy groups of spheres : a computer assisted approach

Stable Homotopy Groups of Spheres : A Computer-Assisted Approach

Groups of Homotopy Classes : Rank formulas and homotopy-commutativity

Composition Methods in Homotopy Groups of Spheres. (AM-49), Volume 49

Homotopy theory

On finite groups and homotopy theory

From representation theory to homotopy groups

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