Departmental Bulletin Paper q-COMPLETENESS WITH CORNERS OF UNBRANCHED RIEMANN DOMAINS

Ioniţă, George-Ionuţ

69 ( 1 )  , pp.69 - 75 , 2015-06-09 , Faculty of Mathematics, Kyushu University
ISSN:1340-6116
NCID:AA10994346
Description
We prove that if we consider p : Y → X to be an unbranched Riemann domain between two complex spaces with isolated singularities, X is Stein and p is locally q-complete with corners, then Y is q-complete with corners.

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