المنشورات
مقال فى مجلة
2019
CONFORMAL AND KILLING VECTOR FIELDS ON REAL SUBMANIFOLDS OF THE CANONICAL COMPLEX SPACE FORM Cm
In this paper, we find a conformal vector field as well as a Killing vector field on a compact real submanifold of the canonical complex space form (Cm, J, < , >). In particular, using immersion ϕ:M→Cm of a compact real submanifold M and the complex structure J of the canonical complex space form (Cm, J, < ,>), we find conditions under which the tangential component of Jϕ is a conformal vector field as well as conditions under which it is a Killing vector field. Finally, we obtain a characterization of n-spheres in the canonical complex space form (Cm, J, h<,>).
نوع عمل المنشور
Portion of Ph.D. Thesis
رقم المجلد
60
رقم الانشاء
2
مجلة/صحيفة
REVISTA DE LA UNI´ON MATEM´ATICA ARGENTINA
الصفحات
417-430
مزيد من المنشورات
In this paper, we find a conformal vector field as well as a Killing vector field on a compact real submanifold of the canonical complex space form (Cm, J, < , >).
2019