Callejas-Bedregal, RobertoMorgado, Michelle F. Z. [UNESP]Saia, MarceloSeade, Jose2018-11-262018-11-262016-09-01Tohoku Mathematical Journal. Sendai: Tohoku University, v. 68, n. 3, p. 439-456, 2016.0040-8735http://hdl.handle.net/11449/159203In this article we give an extension of the Le-Greuel formula to the general setting of function germs (f, g) defined on a complex analytic variety X with arbitrary singular set, where f = (f(1), ..., f(k)) (X, (0) under bar) -> (C-k, (0) under bar) is generically a submersion with respect to some Whitney stratification on X. We assume further that the dimension of the zero set V(f) is larger than 0, that f has the Thom a f-property with respect to this stratification, and g : (X, (c) under bar) -> (C, 0) has an isolated critical point in the stratified sense, both on X and on V(f).439-456engMilnor and Milnor-Le fibrationsMilnor numbersLe-Greuel formulaindices of vector fieldsWhitney stratificationsArtigo10.2748/tmj/1474652267WOS:000388067500005Acesso restrito