Yayınlanmış 1 Ocak 2017 | Sürüm v1
Dergi makalesi Açık

INEQUIVALENT TOPOLOGIES ON THE TEICHMULLER SPACE OF THE FLUTE SURFACE

Oluşturanlar

  • 1. Galatasaray Univ, Dept Math, Istanbul, Turkey

Açıklama

The topology defined by the symmetrized Lipschitz metric on the Teichmuller space of an infinite type surface, in contrast to finite type surfaces, need not be the same as the topology defined by the Teichmuller metric. In this paper, we study the equivalence of these topologies on a particular kind of infinite type surface, called the flute surface.

Dosyalar

bib-c41d8270-652f-44c0-8e83-1607eeedf63d.txt

Dosyalar (157 Bytes)

Ad Boyut Hepisini indir
md5:929d9edc62a0b0bb6bd8e4f61104774f
157 Bytes Ön İzleme İndir