Título inglés |
On Hermitian manifold with torsion. |
Título español |
Variedades hermíticas con torsión. |
Autor/es |
Nigam, Aruna |
Organización |
Dep. Math. Astron. Univ. Lucknow Uttar Pradesh, Lucknow, India |
Revista |
0373-0999 |
Publicación |
1979, 39 (2-3): 111-126, 7 Ref. |
Tipo de documento |
articulo |
Idioma |
Inglés |
Resumen inglés |
Analytic vector fields in a Hermitian manifold have been studied by various authors [3, 4, 6 & 7]. Boothby [2] and Goldberg [1] extended some of these results to Hermitian manifold with torsion. In this paper we define and study p-pseudo-analytic vector fields, which when p = 1, reduce to analytic vector fields as given in [1] and [2]. A necessary and sufficient condition for a vector field to be covariant (contravariant) p-pseudo-analytic has been obtained and their relationship with p-pseudo-harmonic and p-pseudo-Killing vector fields [5] is investigated. It is also established that a covariant (contravariant) (p+1)-pseudo-analytic. Later, necessary and sufficient condition for a vector field to be both covariant (contravariant) p and (p+1)-pseudo-analytic has been obtained. |
Clasificación UNESCO |
120402 |
Palabras clave español |
Variedades complejas ; Variedades hermíticas |
Código Z-Math |
Zbl 0445.53044 |
Acceso al artículo completo |