1973
DOI: 10.1016/1385-7258(73)90044-9
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Le nombre de Lefschetz d'une monodromie

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Cited by 91 publications
(80 citation statements)
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“…Hence W2 has the homology of a point. So [1] implies that g is nonsingular and we have our conclusion. Q.E.D.…”
Section: Mllnor Fibration and Geometric Characterizationmentioning
confidence: 52%
“…Hence W2 has the homology of a point. So [1] implies that g is nonsingular and we have our conclusion. Q.E.D.…”
Section: Mllnor Fibration and Geometric Characterizationmentioning
confidence: 52%
“…Si B est une boule fermĂ©e centrĂ©e en 0 de rayon assez petit, de bord S et d'intĂ©rieur Ê, dans [8] J. Milnor a montrĂ© que fj\f\ dĂ©finit une fibration difßérentiable localement triviale de S --{/*== 0} sur S 1 . De plus si c > 0 est suffisamment petit, ĂŽDg Ă©tant le cercle de rayon c dans C centrĂ© en 0, fj\f\ dĂ©finit une fibration difßérentiable localement triviale de Ê n y-^ĂŽD^) sur S 1 isomorphe Ă  la prĂ©cĂ©-dente par un isomorphisme qui est l'identitĂ© sur S 1 .…”
Section: Calcul Du Nombre De Cycles Ă©Vanouissants D^une Hypersurface unclassified
“…De plus si c > 0 est suffisamment petit, ĂŽDg Ă©tant le cercle de rayon c dans C centrĂ© en 0, fj\f\ dĂ©finit une fibration difßérentiable localement triviale de Ê n y-^ĂŽD^) sur S 1 isomorphe Ă  la prĂ©cĂ©-dente par un isomorphisme qui est l'identitĂ© sur S 1 . On appelle fibration de Milnor de f en 0 une telle fibration.…”
Section: Calcul Du Nombre De Cycles Ă©Vanouissants D^une Hypersurface unclassified
“…However, by the main theorem of [1], each of the traces above is equal to (−1) n−s−1 . Hence, the number of elements of K must be precisely 1, and so ÎŁf must be smooth at 0 and transversely intersected by V (z 0 , .…”
Section: Fix a Small Open Ballmentioning
confidence: 99%