Analysis Seminar

Speaker: Janusz Adamus (Western)

"On finite determinacy of the local geometry of analytic maps (Part II)"

Time: 14:30

Room: MC 107

Given a (real or complex) analytic map $f=(f_1,\dots,f_n):X\to\mathbb{K}^n$, one can consider its approximations by maps $T_d(f)$ whose coordinates are Taylor polynomials of the $f_i$ of degree $d$. We will show that the continuity of the family of fibres of $f$ is finitely determined. That is, it is already determined by the polynomial maps $T_d(f)$ for $d$ sufficiently large. As a consequence, we also obtain finite determinacy of analytic complete intersections. This is joint work with H. Seyedinejad.

Homotopy Theory

Speaker: (Western)

"No meeting today"

Time: 14:00

Room: MC 107

We resume next week.

Algebra Seminar

Speaker: (Western)

"No seminar today "

Time: 14:30

Room: MC 107