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algebraic » algebra
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21
Published 1971
Springer Berlin Heidelberg
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22
by Lefschetz, S.
Published 1975
Springer New York
Subjects: “...Algebraic Topology...”
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23
by Eilenberg, Samuel
Published 2016
Princeton University Press
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24
by Lefschetz, Solomon
Published 2016
Princeton University Press
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25
by Kammeyer, Holger
Published 2022
Birkhäuser
Subjects: “...Algebraic Topology...”
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26
by James, I. M.
Published 1995
Elsevier Science B.V.
Subjects: “...Algebraic topology...”
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27
by Grandis, Marco
Published 2009
Cambridge University Press
Table of Contents: “..., relative settings -- Elements of weighted algebraic topology...”
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28
by Shastri, Anant R.
Published 2014
Chapman and Hall/CRC
Subjects: “...Algebraic topology / Textbooks...”
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29
by Gray, Brayton
Published 1975
Academic Press
Table of Contents: “...Front Cover; Homotopy Theory: An Introduction to Algebraic Topology; Copyright Page; Contents...”
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30
by Toenniessen, Fridtjof
Published 2017
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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31
Published 1994
Springer New York
Subjects: “...Algebraic Topology...”
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32
by Toenniessen, Fridtjof
Published 2023
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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33
by Arkowitz, Martin
Published 2011
Springer New York
Subjects: “...Algebraic Topology...”
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34
by Barge, Jean, Lannes, Jean
Published 2008
Birkhäuser
Subjects: “...Algebraic Topology...”
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35
by Snaith, Victor P.
Published 2009
Birkhäuser
Table of Contents: “...Algebraic Topology Background -- The Arf-Kervaire Invariant via QX -- The Upper Triangular...”
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36
by Dovermann, Karl H., Schultz, Reinhard
Published 1990
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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37
by Lewis, L. Gaunce Jr, May, J. Peter, Steinberger, Mark
Published 1986
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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38
by Lück, Wolfgang
Published 1989
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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39
Published 1987
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”
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40
by Rutter, John W.
Published 1997
Springer Berlin Heidelberg
Subjects: “...Algebraic Topology...”