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Feuilletages des surfaces. (French) Zbl 0454.57015


MSC:

57R30 Foliations in differential topology; geometric theory
57N05 Topology of the Euclidean \(2\)-space, \(2\)-manifolds (MSC2010)
58A25 Currents in global analysis

References:

[1] [1] , Invariant measures of flows on oriented surfaces, Soviet Math. Dokl., 14, n° 4 (1973), 1104-1108. · Zbl 0298.28013
[2] M. KEANE, Interval exchange transformations, Math. Z., 141 (1975), 25-31.0278.2801050 #10207 · Zbl 0278.28010
[3] G. LEVITT, Pantalons et feuilletages des surfaces, Topology, 21 (1) (1982), 9-33.0473.5701483f:57017 · Zbl 0473.57014
[4] G. LEVITT, Sur les mesures tranverses invariantes d’un feuilletage de codimension 1, C.R.A.S. Paris, 290 (1980), 1139-1140.0459.5701781g:57015 · Zbl 0459.57017
[5] G. LEVITT, Propriétés homologiques des feuilletages des surfaces, C.R.A.S. Paris, 293 (1981), 597-600.0484.5701383a:57034 · Zbl 0484.57013
[6] [6] , Common singularities of commuting vector fields on 2-manifolds, Comm. Math. Helv., 39 (1964), 97-110. · Zbl 0124.16101
[7] M. D. MEYERSON, Representing homology classes of closed orientable surfaces, Proc. Amer. Math. Soc., 61 (1976), 181-182.0342.5700154 #13916 · Zbl 0342.57001
[8] [8] , Topology of foliations, Trans. Moscow Math. Soc., 14 (1965), 268-304. · Zbl 0247.57006
[9] [9] , Foliations with measure-preserving holonomy, Ann. of Math., 102 (1975), 327-361. · Zbl 0314.57018
[10] [10] , On the number of invariant measures for flows on orientable surfaces, Math. USSR Izv., 9 (1975), 813-830. · Zbl 0336.28007
[11] S. SCHWARTZMAN, Asymptotic cycles, Ann. of Math., 66 (1957), 270-284.0207.2260319,568i · Zbl 0207.22603
[12] [12] , Morse foliations, Thesis, Warwick 1976.
[13] D. SULLIVAN, Cycles for the dynamical study of foliated manifolds and complex manifolds, Inventiones Math., 36 (1976), 225-255.0335.5701555 #6440 · Zbl 0335.57015
[14] [14] , Interval exchange transformations, Jour. d’Anal. Math., 33 (1976), 222-272. · Zbl 0455.28006
[15] W. A. VEECH, Quasiminimal invariants for foliations of orientable closed surfaces, preprint.0697.57012 · Zbl 0697.57012
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