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                                       Details for article 5 of 9 found articles
 
 
  Minimal martin compactifications of riemann surfaces with densities
 
 
Title: Minimal martin compactifications of riemann surfaces with densities
Author: Kawamura, Michihiko
Nakai, Mitsuru
Tada, Toshimasa
Appeared in: Complex variables and elliptic equations
Paging: Volume 29 (1996) nr. 2 pages 127-138
Year: 1996-03
Contents: Given an arbitrary nonnegative locally Holder continuous 2-form P on an arbitrary open Riemann surface R. We will show the existence of an nonnegative C∞ 2-form Q on R such that Q ≥ P on R and the Martin compactification R*Q of R which is the smallest possible Martin compactification of R.
Publisher: Taylor & Francis
Source file: Elektronische Wetenschappelijke Tijdschriften
 
 

                             Details for article 5 of 9 found articles
 
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