Entry Cerf:1968:DSD from lnm1960.bib

Last update: Sat Mar 2 02:18:53 MST 2019               

Index sections

BibTeX entry

@Book{Cerf:1968:DSD,
  author =       "Jean Cerf",
  title =        "Sur les diff{\'e}omorphismes de la sph{\`e}re de
                 dimension trois {$ (\Gamma_4 = 0) $}. ({French})
                 [{Diffeomorphisms} on the sphere of three-dimensional
                 {$ (\Gamma_4 = 0) $}]",
  volume =       "53",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  pages =        "xii + 133",
  year =         "1968",
  CODEN =        "LNMAA2",
  DOI =          "https://doi.org/10.1007/BFb0060395",
  ISBN =         "3-540-04223-7 (paperback), 3-540-35831-5 (e-book)",
  ISBN-13 =      "978-3-540-04223-5 (paperback), 978-3-540-35831-2
                 (e-book)",
  ISSN =         "0075-8434 (print), 1617-9692 (electronic)",
  ISSN-L =       "0075-8434",
  LCCN =         "QA3 .L28 no. 53",
  MRclass =      "57.31",
  MRnumber =     "0229250 (37 \#4824)",
  MRreviewer =   "N. H. Kuiper",
  bibdate =      "Tue May 6 14:51:13 MDT 2014",
  bibsource =    "http://www.math.utah.edu/pub/tex/bib/lnm1960.bib",
  series =       ser-LECT-NOTES-MATH,
  URL =          "http://link.springer.com/book/10.1007/BFb0060395",
  ZMnumber =     "0164.24502",
  acknowledgement = ack-nhfb,
  language =     "French",
  series-URL =   "http://link.springer.com/bookseries/304",
  subject =      "Differential topology; Homology theory; Homotopy
                 theory",
}

Related entries

• 3-540-04223-7, 53(0)1, 53(0)11, 53(0)39, 53(0)51, 53(0)76, 53(0)94
• 3-540-35831-5, 53(0)1, 53(0)11, 53(0)39, 53(0)51, 53(0)76, 53(0)94
• 978-3-540-04223-5, 53(0)1, 53(0)11, 53(0)39, 53(0)51, 53(0)76, 53(0)94
• 978-3-540-35831-2, 53(0)1, 53(0)11, 53(0)39, 53(0)51, 53(0)76, 53(0)94
• Cerf, Jean, 53(0)1, 53(0)11, 53(0)39, 53(0)51, 53(0)76, 53(0)94
• differential, 8(0)iv--176, 17(0)37, 31(0)62, 31(0)112, 35(0)246, 38(0)iv--134, 38(0)41, 46(0)iii--116, 51(0)43, 55(0)vi--287, 57(0)iv--132, 59(0)vi--89, 60(0)iv--106, 60(0)55, 60(0)65, 66(0)iv--85, 66(0)1, 67(0)iv--53, 68(0)vi--95, 68(0)36, 69(0)13, 71(0)1, 71(0)38, 71(0)118, 83(0)24, 83(0)34, 90(0)iii--157, 91(0)viii--194, 91(0)59, 102(0)viii--386, 102(0)228, 102(0)257, 102(0)287, 102(0)339, 103(0)60, 103(0)72, 109(0)vi--275, 109(0)87, 109(0)154, 109(0)160, 109(0)168, 109(0)172, 109(0)188, 109(0)221, 109(0)261
• dimension, 1(0)4, 1(0)13, 31(0)69, 31(0)187, 46(0)103, 59(0)66, 65(0)xi--102, 74(0)57, 74(0)96, 92(0)165, 109(0)200
• homology, 11(0)xii--156, 20(0)vii--423, 34(0)vi--64, 36(0)vi--98, 57(0)49, 57(0)79, 61(0)28, 70(0)vi--216, 80(0)iv--398, 80(0)245, 92(0)278, 92(0)v--308, 96(0)102, 99(0)iv--489, 99(0)480, 111(0)57
• homotopy, 3(0)iii--77, 3(0)iii--78, 3(0)22, 3(0)38, 4(0)iii--36, 4(0)iv--35, 4(0)26, 4(0)27, 12(0)3, 12(0)5, 12(0)156, 13(0)23, 43(0)vi--157, 43(0)1, 43(0)65, 48(0)iii--101, 48(0)37, 48(0)55, 48(0)96, 61(0)62, 67(0)24, 87(0)iii--65, 100(0)iii--169, 100(0)20, 100(0)70
• Kuiper, N. H., 67(0)iv--53
• sphère, 53(0)51
• sphere, 13(0)19, 53(0)11, 53(0)51, 57(0)iv--132, 57(0)67, 57(0)76, 57(0)102, 57(0)113, 59(0)72, 67(0)24
• topology, 2(0)vi--93, 16(0)ii--48, 31(0)36, 45(0)1, 45(0)83, 46(0)iii--116, 48(0)iii--101, 56(0)61, 56(0)66, 57(0)iv--132, 59(0)vi--89, 66(0)iv--85, 73(0)ii--123, 78(0)xvi--166, 95(0)64, 103(0)101