Compactifications équivariantes par des courbes (1987)


Lescure, François
Mémoires de la Société Mathématique de France, Tome 26 (1987) 96 p doi : 10.24033/msmf.328
URL stable : http://www.numdam.org/item?id=MSMF_1987_2_26__1_0

Bibliographie

[1] Ahiezer D.N. - Dense orbits with two ends. Math. USSR, Izvestija II, 293-307 (1977). Zbl 0378.14009

[2] Auslander L. - On radicals of discrete subgroups of Lie groups. Amer. J. Math. 85, 145-150 (1963). MR 27 #2583 | Zbl 0217.37002

[3] Barth-W., Oeljeklaus E. - Über die Albanese Abbildung einer fast homogenen Kähler-Mannigfaltigkeit. Math. Ann. 211, 47-62 (1974). MR 50 #7599 | Zbl 0276.32022

[4] Barth W. und Otte M. - Über fast-uniforme Untergruppen Komplexer Liegruppen und auflösbare Komplexe Mannigfaltigkeiten. Comm. Math. Helv. 44, 269-281 (1969). MR 40 #6597 | Zbl 0172.37804

[5] Barlet D. - Convexité au voisinage d'un cycle. Séminaire François NORGUET. Lecture Notes n° 807, Springer Verlag, 102-121 (1980). MR 82f:14007 | Zbl 0434.32012

[6] Blanchard A. - Sur les variétés analytiques complexes. Ann. Sci. Ec. Norm. Sup. 73, 157-202 (1956). Numdam | MR 19,316e | Zbl 0073.37503

[7] Borel A. - Les bouts des espaces homogènes de groupes de Lie. Ann. of Math. 58, 443-457 (1953). MR 15,199c | Zbl 0053.13002

[8] Bott R. - Homogeneous vector bundles. Ann. of Math. (2) 66, 203-248 (1957). MR 19,681d | Zbl 0094.35701

[9] Brieskorn E. - Über holomorphe ℙn-bündel über ℙ1 Math. Ann. 157, 343-357 (1965). MR 37 #5897 | Zbl 0128.17003

[10] Fischer G. - Complex Analytic Geometry. Lecture Notes in Mathematics 538. Springer (1976). MR 55 #3291 | Zbl 0343.32002

[11] Freeman M. - Local complex foliations of real submanifolds. Math. Ann. 209, 1-30 (1974). MR 49 #10911 | Zbl 0267.32006

[12] Freudenthal H. - Über die Enden topologischen Räume und Gruppen. Math. Z. 33, 692-713 (1931). JFM 57.0731.01 | Zbl 0002.05603

[13] Gilligan B. and Huckleberry A. - Remarks on k-Leviflat complex manifolds. Can. J. Math. Vol. 31, 881-889 (1979). MR 81g:32015 | Zbl 0373.32008

[14] Gilligan B. - Ends of complex homogeneous manifolds having non constant holomorphic functions. Arch. Math. 37, 544-555 (1981). MR 84h:32040 | Zbl 0459.32013

[15] Crauert H.- Analystische Faserungen über holomorph vollständigen Räumen. Math. Ann. 135, 263-273 (1958). Zbl 0081.07401

[16] Grauert H.- Über Modifikationen und exceptionnelle analytische Mengen. Math. Ann. 146, 331-368 (1962). MR 25 #583 | Zbl 0178.42702

[17] Grauert H. und Remmert R. - Komplexe Räume. Math. Ann. 136, 245-318 (1962). MR 21 #2063 | Zbl 0087.29003

[18] Griffiths Ph. and Harris J. - Principles of algebraic Geometry. New-York, J. Wiley (1978). Zbl 0408.14001

[19] Gunning R. and Rossi H. - Analytic functions of several complex variables. Englewood Cliffs N.J., Prentice Hall (1965). MR 31 #4927 | Zbl 0141.08601

[20] Hirzebruch F. - Über eine Klasse von einfach-zusammenhtiogenden a MR 55 #3291 | Griffiths n7-8op:20532040"> MR 84h:32040 | 13,574 Zbl 0087.29003 [11]03p>

[11]03p>an class="citation-author">Hirzebruch F. - Local complex foliations Hol (1nmplex variables. Englewood Cliffs N.J., PrenSeif An273 (1958)rp://www.ams.org/mathscinet-get138-16op:2060911"> MR 49 #10911 | 30 Zbl 0128.17003 3.165p>

3.165p>ass="citation-author">Griffiths Ph. and Über die Enden topol complex manifoldsAnalytic functions of severLivornis of Lie groups. Amer. J. Math. 85, 145-150 Apan>. /div> Arch. Math. 37, 544-555surf ttp://www.ams.org/maths7.071096-1109=84h:32040"> MR 84h:32040 50 [25

50 [25an class="citation-author">Hirzebruch F. - Huckleberry A. - Analytic functions of severMargulry. Can. J. Math. Vol. 31, 881-889 (197Inv style MR 15,199c | 84i://ww6 Zbl 0128.17003 5012] <2>

5012] <2>an class="citation-author">Hirzebruch F. - Ends of complex homogene complex manifoldsAnalytic functions of severildung einer fast homogenen Kähler-Mannigfaltigkeit. Ae=1, actetry> Arch. Math. 37, 544-555cô "Kegely> z"zbmath.org/?q=annio273s="t 17007181-194=82f:14007"> MR 82f:14007 | 1b://ww Zbl 0128.17003 421> | > 421> an class="citation-author">Hirzebruch F. - Analystische Faserungen ü complex manifoldsAnalytic functions of severildung einer fast homogenen Kähler-Mannigfaltigkeit. 02 (1956 MR 82f:14007 | 1c Zbl 0128.17003 44 [65

44 [65an class="citation-author">Hirzebruch F. - Über Modifikationen und e complex manifoldsAnalytic functions of severildung einer fast homogenen Kähler-Mannigfaltigkeit. Cn>. /div> theoremslyph almo -55-Sp ttp://wwwDésigné [HO] rmularch-thscial 'Insspaut Elle=Cartan, ef="9, Nanc> 80911"> MR 49 #10911 | 86p://w5 Zbl 0128.17003 5492] <2>

5492] <2>an class="citation-author">Hirzebruch F. - Remmert R. - Analytic functions of severSnowle. Séminaire François NORGUET. Lecture NoAlmo - 37, 544-555Kälan>. (1981). hypersurf ttp://wwwOsaka.org/maths19, 763-78op:208063"> MR 21 #2063 | tti://ww2 Zbl 0128.17003 5012] <2>

[18]5012] <2>an class="citation-author">Hirzebruch F. - Harris J. - . Amer. J. Math. 85, 145-150 Ei n h F"tex_o für Frtic/t Garbw.zbmath.org/?q=annio273s="t 9get158-16r=21:281d"> MR 19,681d | 35:6868 Zbl 0128.17003 191.53/p>

191.53/p>an class="citation-author">Hirzebruch F. - Rossi H. - MR 31 #4927 | 5988 Zbl 0128.17003 146.3110>

46.3110>an class="citation-author">Hirzebruch F. - Über eine Klasse von "row" ssammenhtiogenden a MR 55 #3291 Eler Dsse du MR 21 #2063 | t5p://w5 Zbl 0128.17003 531> 1>

531> 1>an class="citation-author">Hirzebruch F. - Local complex foliations "row" ssammenhtiogenden a MR 55 #3291 Un r ul329 icon ènes-Weilcinppliv> tp://www.Publiv> Insspaut Elle=Cartan 6, Nanc> 8063"> MR 21 #2063 | t5p://w52 Zbl 0128.17003 532.//ww 532.//ww an class="citation-author">Hirzebruch F. - Über die Enden topol"row" ssammenhtiogenden a MR 55 #3291 D7) nqxss rlagula-nj"http:/ complex ma-ildung eintp://www.a.R.A.Snet84- style=I, t-ge97=49:899c"> MR 15,199c | 86c Zbl 0128.17003 551

551

an class="citation-author">Hirzebruch F. - Huckleberry A. - . Can. J. Math. Vol. 31, 881-889 (197N > MR 49 #10911 | 3 592 Zbl 0276.32022 144.0790>

44.0790>an class="citation-author">Hirzebruch F. - Ends of complex homogeneildung einer fast homogenen Kähler-Mannigfaltigkeit. Ei Hebbar.niosy> z für Ase MR 82f:14007 | 43:5 55 Zbl 0276.32022 195.3690>

95.3690>an class="citation-author">Hirzebruch F. - Analystische Faserungen üOrlik PfoldsAnalytic functions of severWagreich Pfolds. Can. J. Math. Vol. 31, 881-889 (197Isoh-grd singx_oriti MR 84h:32040 | 44:16o2 Zbl 0276.32022 212.53/p>

[2.53/p>an class="citation-author">Hirzebruch F. - Über Modifikationen und ePotttpy. New-York, J. Wiley (1978). On almo > MR 84h:32040 | 41:3808 Zbl 0276.32022 205.2510>

205.2510>an class="citation-author">Hirzebruch F. - Remmert R. - Komplexe Räume. MSte-seKme und Gruppen. Math. Z. 33, 692-713 (1931). wes2-7li MR 15,199c | 615 Zbl 0276.32022 w5 .063p>

[18] 5 .063p>an class="citation-author">Hirzebruch F. - Harris J. - |te-seWfolds. Can. J. Math. Vol. 31, 881-889 (197Zur theor e ta href="hn://www.zbmath.nio im Raum . Helv. 44Vera hr ="hnww.ams.org/mathscinet29, 98-13r=19,6927"> MR 31 #4927 | 17,84a Zbl 0276.32022 w64.08/p>

w64.08/p>an class="citation-author">Hirzebruch F. - Rossi H. - und Oent-title">Über eine Klasse von Ste-s gn. 136, 245-318 (1962). MR 50 #7599 | 4766 Zbl 0276.32022 281.2003 281.2003 an class="citation-author">Hirzebruch F. - O-title">Local complex foliations Ste-ssiek submanifolds. Math. Ann. 209, 1-30 (1974). -ss al. (1981). titlun f ttoke> tp://www.. oyitio.org/mathsca 521.021m?29 80911"> MR 4 0276.32022 ="httpCM"row4__52 sty21inet-getitem?mr=19,316e"> MR 19,316e | 85j://w96 Zbl 0276.32022 5599] <35

5599] <35an class="citation-author">Hirzebruch F. - Über die Enden topolT /span>. New-York, J. Wiley (1978). Es < tp://www.ams.org/mathscinet-get111-120=21:2063"> MR 21 #2063 | 7:4248 Zbl 0276.32022 108.363p>

108.363p>an class="citation-author">Hirzebruch F. - Huckleberry A. - . New-York, J. Wiley (1978). of r MR 49 #10911 | 4:4105 Zbl 0276.32022 236.2003>

236.2003>an class="citation-author">Hirzebruch F. - Ends of complex homogeneUenoeKme und Gruppen. Math. Z. 33, 692-713 (1931Cn>. /div> theory MR 31 #4927 | 58:220o2 Zbl 0276.32022 2999] <0 2999] <0 an class="citation-author">Hirzebruch F. - Analystische Faserungen üV>AnDecinn Tlex variables. Englewood Cliffs N.J., Prentice Hallc3>

Arch. Math. 37,logy96ell tp://www.athscinet-g14get189-204=25:583"> MR 25 #583 | 3548 Zbl 0276.32022 1059] 4p>

1059] 4p>an class="citation-author">Hirzebruch F. - À pro oytton" class="btn btn-default /div> Aidetton" class="btn btn-default /legal M-get légalthors">Auteurs btn-default /Cinpuc)a href="">Série 2 : Tome 26< > "mr=19,3 que-de-fra >g-">

  • Entre inimn"-blocks="lightbox" title=""> lifa>

  • lifa
    fr"> que-de-fra >g-">
  • Entre inimn"-blocks="lightbox" title=""> cnrsa> /-ssmi

  • un v-grenoble-alpesa> /

    fr"> que-de-fra >g-">
  • Entre inimn"-blocks="lightbox" title=""> eudml eu

  • portail cnrsa>