Add to ORKGAbstract. T. Mostowski showed that every (real or complex) germ of an analytic set is homeomorphic to the germ of an algebraic set. In this paper we show that every (real or com-plex) analytic function germ, defined on a possibly singular analytic space, is topologically equivalent to a polynomial function germ defined on an affine algebraic variety
Two subanalytic subsets of R^n are s-equivalent at a common point, say O, if the Hausdorff distance ...
Let f be a germ of holomorphic function in two variables which vanishes at the origin. The zero set ...
International audienceIt is known that every germ of an analytic set is homeomorphic to the germ of ...
International audienceT. Mostowski showed that every (real or complex) germ of an analytic set is ho...
International audienceT. Mostowski showed that every (real or complex) germ of an analytic set is ho...
We study the topological K-equivalence of function-germs (a"e (n) , 0) -> (a"e, 0). We present some ...
International audienceIt is known that every germ of an analytic set is homeomorphic to the germ of ...
We show that two analytic function germs $(\C^2,0) \to (\C,0)$ are topologically right equivalent if...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
We consider a topological class of a germ of complex analytic function in two variables which does n...
International audienceWe consider a topological class of a germ of complex analytic function in two ...
Blow-analytic equivalence is a notion for real analytic function germs, introduced by Tzee-Char Kuo ...
Two subanalytic subsets of Rn are s-equivalent at a common point, say O, if the Hausdorff distance ...
55 pages; to appear in Algebra, Arithmetic, and Geometry: In Honor of Y.i. Manin, Y. Tschinkel & Yu....
Two subanalytic subsets of R^n are s-equivalent at a common point, say O, if the Hausdorff distance ...
Let f be a germ of holomorphic function in two variables which vanishes at the origin. The zero set ...
International audienceIt is known that every germ of an analytic set is homeomorphic to the germ of ...
International audienceT. Mostowski showed that every (real or complex) germ of an analytic set is ho...
International audienceT. Mostowski showed that every (real or complex) germ of an analytic set is ho...
We study the topological K-equivalence of function-germs (a"e (n) , 0) -> (a"e, 0). We present some ...
International audienceIt is known that every germ of an analytic set is homeomorphic to the germ of ...
We show that two analytic function germs $(\C^2,0) \to (\C,0)$ are topologically right equivalent if...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
International audienceWe study the analytic structure of the space of germs of an analytic function ...
We consider a topological class of a germ of complex analytic function in two variables which does n...
International audienceWe consider a topological class of a germ of complex analytic function in two ...
Blow-analytic equivalence is a notion for real analytic function germs, introduced by Tzee-Char Kuo ...
Two subanalytic subsets of Rn are s-equivalent at a common point, say O, if the Hausdorff distance ...
55 pages; to appear in Algebra, Arithmetic, and Geometry: In Honor of Y.i. Manin, Y. Tschinkel & Yu....
Two subanalytic subsets of R^n are s-equivalent at a common point, say O, if the Hausdorff distance ...
Let f be a germ of holomorphic function in two variables which vanishes at the origin. The zero set ...
International audienceIt is known that every germ of an analytic set is homeomorphic to the germ of ...