Main Page
Vision and mission of King Abdulaziz University
Strengthen loyalty and affiliation to university
loyalty and affiliation to the University
loyalty and affiliation
College Deanship
The Word of the Dean
Overview of Deanship
College Agency
College Overview
Our Vision,Mission & Goals
Vice Dean
Vice-Dean's message
Faculty Management
Organizational Structure
Units
Quality and Development Unit
Educational Affiars Unit
Graduate Studies Unit
Public Relation Unit
Laboratory Unit
Scientific Research Unit
Students Activities Unit
statistical Studies Unit
Scientific Departments
Mathematics Department
Statistics Department
Physics Department
Chemistry Department
Sustainable Green Chemistry Group
Biochemistry Department
Biological science Department
Courses
Files
Research
Awards
FAQ
PhotoAlbum
Contact Us
Contact the college
Access Map
عربي
English
About
Admission
Academic
Research and Innovations
University Life
E-Services
Search
Faculty of Science - AL Faisaliah Campus
Document Details
Document Type
:
Thesis
Document Title
:
" Study on Submanifolds of Almost Hermitian Manifolds and Almost Contact Metric Manifolds.
دراسة حول عديدات الطيات من النوعين الهرميتي تقريبا والمتلامس المتري تقريباً .
Subject
:
" Study on Submanifolds of Almost Hermitian Manifolds and Almost Contact Metric Manifolds.
Document Language
:
Arabic
Abstract
:
The geometry of submanifolds is a very important and useful branch in differential geometry. The aim of this thesis is to study the geometry of Cauchy Riemann submanifold of certain almost contact metric manifolds as well as submersion of CR-submanifolds.The thesis is divided into five chapters ,the first chapter is introductory and in this chapter we have given some basic definition , basic formulas and some results which will be used in the subsequent chapters .Chapter 2 Contains the results on submersion of CR-Submanifold of locally conformal kaehler manifold extending earlier results.The aim of chapter 3 is to continue the study some properties of Ricci tensor and scalar curvature of CR-Submanifold of contact space form . Chapter 4 is devoted to study CR-Submanifold of generalized sasakian space form .The aim of chapter 5 is to study similar problem in generalized sasakian space form.In the end we give a list of references which have been either been directly used with Thesis or have relevance to our work
Supervisor
:
Dr.mohammed shahed
Thesis Type
:
Doctorate Thesis
Publishing Year
:
1427 AH
2006 AD
Co-Supervisor
:
DR. FALEH ALSULAMI
Added Date
:
Tuesday, December 23, 2014
Researchers
Researcher Name (Arabic)
Researcher Name (English)
Researcher Type
Dr Grade
Email
ريم عبد الحميد الغفاري
ALGHAEFARI, REEM ABDULHAMEED
Investigator
Doctorate
Files
File Name
Type
Description
37692.pdf
pdf
Back To Researches Page