activity
20142026
most citedOn deformations of isolated singularities of polar weighted homogeneous mixed polynomials

1 citations · 3 across the 7 of their papers we have counts for

collaborators

8 papers

math.AG2026

Good stratifications of non-degenerate locally tame complete intersection varieties

Kazumasa Inaba

In this paper, we show that non-degenerate locally tame complete intersection varieties admit good stratifications. As an application, we study variation of the Milnor fibrations i…

math.AG2022

A generalized Join theorem for real analytic singularities

Kazumasa Inaba

In this paper, we show a generalized Join theorem for real analytic singularities. For complex singularities, this theorem was proved by A. Némethi.

math.AG2020

Join theorem for real analytic singularities

Kazumasa Inaba

Let f_1 and f_2 be real analytic germs of independent variables. In this paper, we assume that f_1, f_2 and f = f_1 + f_2 satisfy a_f -condition. Then we show that the tubular Miln…

math.AG2018

On the number of cusps of deformations of complex polynomials

Kazumasa Inaba

Let f be a 1-variable complex polynomial such that f has a singularity at the origin. In the present paper, we show that there exists a deformation of f which has only fold singula…

math.GT2016

Topology of the Milnor fibrations of polar weighted homogeneous polynomials

Kazumasa Inaba

In the present paper, we study deformations of polar weighted homogeneous polynomials which are also polar weighted homogeneous polynomials. We describe a round handle decompositio…

math.AG2016★ 1 cited

Topology of mixed hypersurfaces of cyclic type

Kazumasa Inaba, Masayuki Kawashima, Mutsuo Oka

We study a simplicial mixed polynomial of cyclic type and its associated weighted homogeneous polynomial. In the present paper, we show that their links are diffeomorphic and their…