Tiêu đề | On complex homogeneous singularities |
Loại công bố | Journal Article |
Năm xuất bản | 2019 |
Tác giả | Lê, QThuong, Nguyen, LPhu Hoang, Pho, DTai |
Tạp chí | Bull. Aust. Math. Soc. |
Thể tích | 100 |
Trang | 395–409 |
Tóm tắt | We study the singularity at the origin of Cn+1 of an arbitrary homogeneous polynomial in n+1 variables with complex coefficients, by investigating the monodromy characteristic polynomials 𝛥l(t) as well as the relation between the monodromy zeta function and the Hodge spectrum of the singularity. In the case n=2, we give a description of 𝛥C(t)=𝛥1(t) in terms of the multiplier ideal. |