Abstract
Mixed functions are analytic functions in variables z1, ..., zn and their conjugates $\bar z_1$, ..., $\bar z_n$. We introduce the notion of Newton non-degeneracy for mixed functions and develop a basic tool for the study of mixed hypersurface singularities. We show the existence of a canonical resolution of the singularity, and the existence of the Milnor fibration under the strong non-degeneracy condition.
Citation
Mutsuo Oka. "Non-degenerate mixed functions." Kodai Math. J. 33 (1) 1 - 62, March 2010. https://doi.org/10.2996/kmj/1270559157
Information
