This course covers major theorems in Functional Analysis that have applications in Harmonic and Fourier, Ordinary and Partial Differential Equations. Topics covered include: linear spaces, semi-norms, norm, locally convex spaces, linear functional, Hahn-Banach theorem, factor spaces, product spaces conjugate spaces, linear operators, and adjoints.
Course Code:
MAT 804
No. of Credits:
3
Level:
Level 800
Course Semester:
Second Semester
Pre-requisite:
MAT 803
Select Programme(s):
Mathematics
Mathematics
Mathematics