On 4-dimensional almost para-complex pure-Walker manifolds

Authors

MURAT İŞCAN
HİLMİ SARSILMAZ
SİBEL TURANLI

Abstract

This paper is concerned with almost para-complex structures on Walker 4-manifolds. For these structures, we study some problems of Kähler manifolds. We also give an example of a flat almost para-complex manifold, which consists of a nonintegrable almost para-complex structure on Walker 4-manifolds.

DOI

10.3906/mat-1311-24

Keywords

Almost para-complex structure, pure metric, neutral metric, Walker metric, Kähler structure

First Page

1071

Last Page

1080

Recommended Citation

İŞCAN, M, SARSILMAZ, H, & TURANLI, S (2014). On 4-dimensional almost para-complex pure-Walker manifolds. Turkish Journal of Mathematics 38 (6): 1071-1080. https://doi.org/10.3906/mat-1311-24