Teaching

Teaching Undergraduate Degrees
# Subject Stage Attachements
1
Lecture notes Axiomatic System
Mathematics
Second stage
2
E-learning-Geometry
Mathematics
Second stage
3
Question Bank Axiomatic
Mathematics
Second stage
4
Question Bank Geometry
Mathematics
Second stage
5
4. E learning, Axiomatic System, chapter 0, part 1
Mathematics
Second stage
6
E learning, Axiomatic System, chapter 0, part 2
Mathematics
Second stage
7
E learning, Axiomatic System, chapter 1
Mathematics
Second stage
8
E learning, Axiomatic System, chapter 2, part 1
Mathematics
Second stage
9
E learning, Axiomatic System, chapter 2, part 2
Mathematics
Second stage
10
1.Axiomatic System
Mathematics
Second stage
11
2. Geometry aa
Mathematics
Second stage
12
E learning, Geometry
Mathematics
Second stage
13
4.E-Geometry
Mathematics
Second stage
14
3.Polynomial Rings
Mathematics
Fourth stage
Teaching Postgraduate Degrees
# Subject Degree Attachements
Postgraduate Committee
# Student Name Degree Attachements
Supervising Students
# Research Title Degree Attachements
1
The Sombor coindex of maximal ideals gaphs
Mathematics
Bachelor Degree(Research Project)
2
The sombor coindex of maximal submodules graphs
Mathematics
Bachelor Degree(Research Project)
3
The sombor index of maximal submodules graphs
Mathematics
Bachelor Degree(Research Project)
4
The Sombor index of maximal ideals graphs
Mathematics
Bachelor Degree(Research Project)