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The stratum with constant Milnor number of a mini-transversal family of a quasihomogeneous function of corank two(Singularities in Complex Analytic Geometry)

机译：拟二次函数的拟齐次函数的微横族的常数米尔诺数的层（复解析几何中的奇点）

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鈴木正彦;
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年度 1982
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原文格式 PDF
正文语种 ja
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1. A characterization of semi-quasihomogeneous functions in terms of the Milnor number [J] . Furuya M, Tomari M Proceedings of the American Mathematical Society . 2004,第7期

机译：用Milnor数刻画半准齐次函数
2. The boundary of the Milnor fibre of complex and real analytic non-isolated singularities [J] . Javier Fernández de Bobadilla, Aurélio Menegon Neto Geometriae Dedicata . 2014,第Null期

机译：复杂实解析非奇点的Milnor纤维的边界
3. On the multiplicities of families of complex hypersurface-germs with constant milnor number [J] . Plenat C., Trotman D. International journal of mathematics . 2013,第3期

机译：具有恒定米尔诺数的复杂超曲面细菌家族的多重性
4. On Milnor's fibration Theorem for real and complex singularities [C] . Jose Seade School and Workshop on Singularities in Geometry and Topology . 2007

机译：关于真实和复杂奇点的摩尔诺识别定理
5. Singularities of Plurisubharmonic Functions and Kahler Geometry [D] . McCleerey, Nicholas J. 2020

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6. THE EIGENFUNCTION EXPANSION THEOREM FOR THE GENERAL SELF-ADJOINT SINGULAR ELLIPTIC PARTIAL DIFFERENTIAL OPERATOR. I. THE ANALYTICAL FOUNDATION [O] . Felix E. Browder 1954

机译：一般自伴奇异椭圆偏微分算子的特征函数展开定理。一分析基础
7. The stratum with constant milnor number of a mini-transversal family of a quasihomogeneous function of corank two [O] . Suzuki Masahiko 1984

机译：拟二次函数的拟齐次泛函的微横族的常数米尔诺数层

The stratum with constant Milnor number of a mini-transversal family of a quasihomogeneous function of corank two(Singularities in Complex Analytic Geometry)

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