Open AccessMetrik Finsler Pseudo-Konveks Kuat pada Bundel Vektor Holomorfik
Author(s) -
Haripamyu,
Jenizon,
I Made Arnawa
Publication year - 2017
Publication title -
jurnal matematika
Language(s) - English
Resource type - Journals
eISSN - 2655-0016
pISSN - 1693-1394
DOI - 10.24843/jmat.2017.v07.i01.p78
Subject(s) - negativity effect , metric (unit) , mathematics , curvature , holomorphic function , pure mathematics , hermitian matrix , mathematical analysis , geometry , psychology , social psychology , operations management , economics
Rizza-negativity of holomorphic vector bundle is a sufficient condition for the negativity of . In the present paper, we shall discuss that as a special case, using the Rizza metric which is derived from a Hermitian metric also implies the negativity of . Further we showed that for the negative holomorphic vector bundle there is a pseudo-convex Finsler metric with negative curvature.
Keywords: Hermitian metric, Rizza metric, Rizza-negativity.