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Ruppenthal, Jean - Fachgruppe Mathematik, Fachbereich Mathematik-Naturwissenschaften, Bergische Universität Wuppertal
A -THEORETICAL PROOF OF HARTOGS' EXTENSION THEOREM ON (n -1)-COMPLETE COMPLEX SPACES
AN EXPLICIT -INTEGRATION FORMULA FOR WEIGHTED HOMOGENEOUS VARIETIES II,
THE DOLBEAULT COMPLEX WITH WEIGHTS ACCORDING TO NORMAL CROSSINGS
A -THEORETICAL PROOF OF HARTOGS' EXTENSION THEOREM ON STEIN SPACES WITH ISOLATED
AN EXPLICIT -INTEGRATION FORMULA FOR WEIGHTED HOMOGENEOUS VARIETIES
Curriculum Vitae Jean Ruppenthal
ABOUT THE -EQUATION AT ISOLATED SINGULARITIES WITH REGULAR EXCEPTIONAL SET
THE -EQUATION ON HOMOGENEOUS VARIETIES WITH AN ISOLATED SINGULARITY
FRIEDRICHS' EXTENSION LEMMA WITH BOUNDARY VALUES AND APPLICATIONS IN COMPLEX ANALYSIS
THE DOLBEAULT COMPLEX WITH WEIGHTS ACCORDING TO NORMAL CROSSINGS
AN EXPLICIT -INTEGRATION FORMULA FOR WEIGHTED HOMOGENEOUS VARIETIES
FRIEDRICHS' EXTENSION LEMMA WITH BOUNDARY VALUES AND APPLICATIONS IN COMPLEX ANALYSIS
AMTLICHE MITTEILUNGENVerkndungsblatt der Bergischen Universitt Wuppertal Herausgegeben vom Rektor
AMTLICHE MITTEILUNGEN Verkndungsblatt der Bergischen Universitt Wuppertal
Modulhandbuch des Studiengangs MathematikMSc
AMTLICHE MITTEILUNGENVerkndungsblatt der Bergischen Universitt Wuppertal Herausgegeben vom Rektor
A -THEORETICAL PROOF OF HARTOGS' EXTENSION THEOREM ON STEIN SPACES WITH ISOLATED
AMTLICHE MITTEILUNGEN Verkndungsblatt der Bergischen Universitt Wuppertal
ON HARTOGS' EXTENSION THEOREM ON (n -1)-COMPLETE COMPLEX SPACES
Modulhandbuch des Studiengangs WirtschaftsmathematikBSc
AMTLICHE MITTEILUNGEN Verkndungsblatt der Bergischen Universitt Wuppertal
THE -EQUATION ON HOMOGENEOUS VARIETIES WITH AN ISOLATED SINGULARITY
AN EXPLICIT -INTEGRATION FORMULA FOR WEIGHTED HOMOGENEOUS VARIETIES II,
