#1
3rd December 2014, 11:43 AM
 
 
Annamalai University MSc Mathematics 2nd Year Exam Question Paper
Will you please provide the Question Paper of Annamalai University MSc Mathematics 2nd Year exam ?

#2
3rd December 2014, 01:08 PM
 
 
Re: Annamalai University MSc Mathematics 2nd Year Exam Question Paper
Here is the list of few questions of Annamalai University MSc Mathematics 2nd Year Exam Sample Question Paper which you are looking for . 1. Prove that every nonempty open set on the real line is the union of a countable disjoint class of open intervals. 2. State and prove Lindelof theorem. 4 15. Prove that every nonzero Hilbert space contains a complete orthonormal set with necessary results proved thereby. 2 3 3. Prove that any closed subspace of a compact space is compact. 4. Let x be an infinite set with the topology T = { φ } ∪ { ∪ ⊆ x / x – ∪ } is finite. Prove that (x, T) is a T1 space but not a Hausdorff space. 5. Let x be a compact Hausdorff space. Prove that x has an open base whose sets are closed iff x Last edited by Kiran Chandar; 3rd December 2014 at 01:10 PM. 