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Existence Of Real Analytic Surfaces With Hyperbolic Complex Tangent That Are Formally But Not Holomorphically Equivalent To Quadrics

机译：具有双曲形正切但不是全等值二次曲面的实双曲正切实际分析曲面的存在

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Xianghong Gong;
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年度 2007
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1. Existence of Real Analytic Surfaces with Hyperbolic Complex Tangent that Are Formally but Not Holomorphically Equivalent to Quadric [J] . Xianghong Gong Indiana University Mathematics Journal . 2004,第1期

机译：具有双曲正切形式但不全等值等效于二次曲面的实解析曲面的存在
2. An example of a real analytic strongly pseudoconvex hypersurface which is not holomorphically equivalent to any algebraic hypersurface [J] . Xiaojun Huang, Shanyu Ji, Stephen S. T. Yau Arkiv för Matematik . 2001,第1期

机译：实解析强伪凸超曲面的一个示例，它在全态上不等同于任何代数超曲面
3. REAL HYPERSURFACES WITH STRUCTURE JACOBI OPERATOR OF CODAZZI TYPE IN THE COMPLEX HYPERBOLIC QUADRIC [J] . YOUNG JIN SUH, DOO HYUN HWANG Houston Journal of Mathematics . 2020,第1期

机译：具有结构Jacobi型号的真实高度，复杂的双曲Quadric中的Codazzi类型
4. Hopf Real Hypersurfaces in the Complex Quadric Q~m with Recurrent Jacobi Operator [C] . Pooja Bansal International Conference on Soft Computing for Problem Solving . 2019

机译：Hopf真实的超饱和度在复杂的Quadric Q〜M与反复间的雅各比运营商
5. Newton's method backpropagation for complex-valued holomorphic neural networks: Algebraic and analytic properties. [D] . La Corte, Diana Thomson. 2014

机译：牛顿方法对复值全纯神经网络的反向传播：代数和解析性质。
6. Complex submanifolds in real-analytic pseudoconvex hypersurfaces [O] . Klas Diederich, John Erik Fornaess 1977

机译：实解析伪凸超曲面中的复杂子流形
7. Real Hypersurfaces in the Complex Hyperbolic Quadric with Reeb Parallel Structure Jacobi Operator [O] . Hyunjin Lee, Young Jin Suh 2020

机译：复杂的双曲线与REEB并联结构Jacobi运算符中的实际超高
8. Holomorphic Mappings between Real Analytic Submanifolds in Complex Space [R] . Ebenfelt, P. 1996

机译：复空间中实分析子流形的全纯映射

Existence Of Real Analytic Surfaces With Hyperbolic Complex Tangent That Are Formally But Not Holomorphically Equivalent To Quadrics

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