Publication result detail

On metrizability of a class of 2-manifolds with linear connection

VANŽUROVÁ, A.

Original Title

On metrizability of a class of 2-manifolds with linear connection

English Title

On metrizability of a class of 2-manifolds with linear connection

Type

Peer-reviewed article not indexed in WoS or Scopus

Original Abstract

Special symmetric connections have been studied, particularly locally homogeneous connections of type A on open domains of 2-manifolds. It was proved that the only locally metrizable symmetric affine connections with constant Christoffels on 2-manifolds are just all locally flat connections.

English abstract

Special symmetric connections have been studied, particularly locally homogeneous connections of type A on open domains of 2-manifolds. It was proved that the only locally metrizable symmetric affine connections with constant Christoffels on 2-manifolds are just all locally flat connections.

Keywords

Manifold, linear connection, metric connection, pseudo-Riemannian geometry

Key words in English

Manifold, linear connection, metric connection, pseudo-Riemannian geometry

Authors

VANŽUROVÁ, A.

RIV year

2014

Released

01.12.2013

Location

Miskolc, Maďarsko

ISBN

1787-2405

Periodical

Miskolc Mathematical Notes

Volume

14

Number

2

State

Hungary

Pages from

621

Pages to

627

Pages count

7

BibTex

@article{BUT103347,
  author="Alena {Vanžurová}",
  title="On metrizability of a class of 2-manifolds with linear connection",
  journal="Miskolc Mathematical Notes",
  year="2013",
  volume="14",
  number="2",
  pages="621--627",
  issn="1787-2405"
}