-
On the Bézout problem and area of interpolating varieties in Cn, II
- American Journal of Mathematics
- Johns Hopkins University Press
- Volume 120, Number 6, December 1998
- pp. 1191-1198
- 10.1353/ajm.1998.0050
- Article
- Additional Information
- Purchase/rental options available:
Buy Issue for $25 at JHUP
Abstract
We give an estimate on the growth of the volume of zeros of entire holomorphic maps from Cn to Cn. The methods of Li-Taylor for the estimates for certain holomorphic maps are used to provide the better estimate, which applies to general entire holomorphic maps and is shown to be "precise" by an example.
collapse
You are not currently authenticated.
If you would like to authenticate using a different subscribed institution or have your own login and password to Project MUSE
Authenticate
- Purchase/rental options available:
