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References: updated with mathscinet

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Joshua Moerman 12 years ago
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  1. 163
      thesis/references.bib

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thesis/references.bib

@ -1,85 +1,142 @@
$p14: 3:
@article {friedman,
title={An elementary illustrated introduction to simplicial sets},
author={Friedman, Greg},
journal={arXiv preprint arXiv:0809.4221v4},
year={2011}
AUTHOR = {Friedman, Greg},
TITLE = {Survey article: an elementary illustrated introduction to
simplicial sets},
JOURNAL = {Rocky Mountain J. Math.},
FJOURNAL = {The Rocky Mountain Journal of Mathematics},
VOLUME = {42},
YEAR = {2012},
NUMBER = {2},
PAGES = {353--423},
ISSN = {0035-7596},
CODEN = {RMJMAE},
MRCLASS = {55U10 (18G30)},
MRNUMBER = {2915498},
MRREVIEWER = {Beno\^ {\i}t Fresse},
DOI = {10.1216/RMJ-2012-42-2-353},
URL = {http://dx.doi.org/10.1216/RMJ-2012-42-2-353},
}
% p2: I: 1-4
% p198: VII: 5
% p220: VIII: 1-2
@book {lamotke,
title={Semisimpliziale algebraische Topologie},
author={Lamotke, Klaus},
volume={147},
year={1968},
publisher={Springer-Verlag}
AUTHOR = {Lamotke, Klaus},
TITLE = {Semisimpliziale algebraische {T}opologie},
SERIES = {Die Grundlehren der mathematischen Wissenschaften, Band 147},
PUBLISHER = {Springer-Verlag},
ADDRESS = {Berlin},
YEAR = {1968},
PAGES = {viii+285},
MRCLASS = {55.40},
MRNUMBER = {0245005 (39 \#6318)},
MRREVIEWER = {R. Fritsch},
}
% p254: 8: 2-4
@book {weibel,
title={An introduction to homological algebra},
author={Weibel, Charles A},
volume={38},
year={1995},
publisher={Cambridge university press}
AUTHOR = {Weibel, Charles A.},
TITLE = {An introduction to homological algebra},
SERIES = {Cambridge Studies in Advanced Mathematics},
VOLUME = {38},
PUBLISHER = {Cambridge University Press},
ADDRESS = {Cambridge},
YEAR = {1994},
PAGES = {xiv+450},
ISBN = {0-521-43500-5; 0-521-55987-1},
MRCLASS = {18-01 (16-01 17-01 20-01 55Uxx)},
MRNUMBER = {1269324 (95f:18001)},
MRREVIEWER = {Kenneth A. Brown},
}
@article {kan,
title={Functors involving css complexes},
author={Kan, Daniel M},
journal={Transactions of the American Mathematical Society},
volume={87},
number={2},
pages={330--346},
year={1958},
publisher={JSTOR}
AUTHOR = {Kan, Daniel M.},
TITLE = {Functors involving c.s.s. complexes},
JOURNAL = {Trans. Amer. Math. Soc.},
FJOURNAL = {Transactions of the American Mathematical Society},
VOLUME = {87},
YEAR = {1958},
PAGES = {330--346},
ISSN = {0002-9947},
MRCLASS = {55.25},
MRNUMBER = {0131873 (24 \#A1720)},
MRREVIEWER = {D. Puppe},
}
@article {dold,
title={Homology of symmetric products and other functors of complexes},
author={Dold, Albrecht},
journal={The Annals of Mathematics},
volume={68},
number={1},
pages={54--80},
year={1958},
publisher={JSTOR}
AUTHOR = {Dold, Albrecht},
TITLE = {Homology of symmetric products and other functors of complexes},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {68},
YEAR = {1958},
PAGES = {54--80},
ISSN = {0003-486X},
MRCLASS = {55.00},
MRNUMBER = {0097057 (20 \#3537)},
MRREVIEWER = {Sze-tsen Hu},
}
% theorem 4.1
@article {eilenberg,
title={On the groups H ($\pi$, n), I},
author={Eilenberg, Samuel and Lane, Saunders Mac},
journal={The Annals of Mathematics},
volume={58},
number={1},
pages={55--106},
year={1953},
publisher={JSTOR}
AUTHOR = {Eilenberg, Samuel and Mac Lane, Saunders},
TITLE = {On the groups of {$H(\Pi,n)$}. {I}},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {58},
YEAR = {1953},
PAGES = {55--106},
ISSN = {0003-486X},
MRCLASS = {56.0X},
MRNUMBER = {0056295 (15,54b)},
MRREVIEWER = {P. J. Hilton},
}
%p303: 5.5
@book {rotman,
title={An introduction to homological algebra},
author={Rotman, Joseph J},
year={2009},
publisher={Springer Science+ Business Media}
AUTHOR = {Rotman, Joseph J.},
TITLE = {An introduction to homological algebra},
SERIES = {Universitext},
EDITION = {Second},
PUBLISHER = {Springer},
ADDRESS = {New York},
YEAR = {2009},
PAGES = {xiv+709},
ISBN = {978-0-387-24527-0},
MRCLASS = {18Gxx (13Dxx 16Exx 18-01 20J06)},
MRNUMBER = {2455920 (2009i:18011)},
MRREVIEWER = {Fernando Muro},
DOI = {10.1007/b98977},
URL = {http://dx.doi.org/10.1007/b98977},
}
@book {awodey,
title={Category theory},
author={Awodey, Steve},
volume={52},
year={2010},
publisher={Oxford University Press}
AUTHOR = {Awodey, Steve},
TITLE = {Category theory},
SERIES = {Oxford Logic Guides},
VOLUME = {52},
EDITION = {Second},
PUBLISHER = {Oxford University Press},
ADDRESS = {Oxford},
YEAR = {2010},
PAGES = {xvi+311},
ISBN = {978-0-19-923718-0},
MRCLASS = {18-01 (03G30 18A25)},
MRNUMBER = {2668552 (2011g:18001)},
}
@article{maclane,
title={Category theory for the working mathematician},
author={Mac Lane, Saunders},
journal={Graduate Texts in Mathematics},
volume={5},
year={1971}
@book {maclane,
AUTHOR = {Mac Lane, Saunders},
TITLE = {Categories for the working mathematician},
SERIES = {Graduate Texts in Mathematics},
VOLUME = {5},
EDITION = {Second},
PUBLISHER = {Springer-Verlag},
ADDRESS = {New York},
YEAR = {1998},
PAGES = {xii+314},
ISBN = {0-387-98403-8},
MRCLASS = {18-02},
MRNUMBER = {1712872 (2001j:18001)},
}