A CHARACTERIZATION OF TOTALLY REAL CARLEMAN SETS AND AN APPLICATION TO PRODUCTS OF STRATIFIED TOTALLY REAL SETS

Magnusson Benedikt S.; Wold Erlend Fornaess

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A CHARACTERIZATION OF TOTALLY REAL CARLEMAN SETS AND AN APPLICATION TO PRODUCTS OF STRATIFIED TOTALLY REAL SETS

机译：完全实卡尔曼集的特征及其在分层完全实集的乘积中的应用

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摘要

We give a characterization of stratified totally real sets that admit Carleman approximation by entire functions. As an application we show that the product of two stratified totally real Carleman sets is a Carleman set.

机译：我们给出了分层的完全实数集的特征，这些实数集允许整个函数采用卡尔曼近似。作为一个应用，我们表明两个分层的完全真实的Carleman集的乘积是一个Carleman集。

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《Mathematica scandinavica》 |2016年第2期|共6页
作者
Magnusson Benedikt S.; Wold Erlend Fornaess;
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正文语种 eng
中图分类数学;
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入库时间 2022-08-18 11:36:25

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1. A CHARACTERIZATION OF TOTALLY REAL CARLEMAN SETS AND AN APPLICATION TO PRODUCTS OF STRATIFIED TOTALLY REAL SETS [J] . Magnusson Benedikt S., Wold Erlend Fornaess Mathematica scandinavica . 2016,第2期

机译：完全实卡尔曼集的特征及其在分层完全实集的乘积中的应用
2. Carleman approximation by entire functions on the union of two totally real subspaces of ${f C}sp n$ [J] . Canadian mathematical bulletin . 1994,第1994期

机译：通过对两个完全实数子空间$ {f C} sp n $的并集进行全函数的Carleman逼近
3. THE DEGREE OF HOLOMORPHIC APPROXIMATION ON A TOTALLY REAL SET [J] . Asserda Said Bulletin of the Australian Mathematical Society . 2009,第1期

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A CHARACTERIZATION OF TOTALLY REAL CARLEMAN SETS AND AN APPLICATION TO PRODUCTS OF STRATIFIED TOTALLY REAL SETS

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