Vector Space||Show that R^n is Vector Space Over field F||Example of Vector Space lec:03

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Topology playlist
Lecture 01 Topology
Lecture 02(Topology Best Books)
Lecture 03(Definition of topology)
Lecture 04(Topology problems)
Lecture# 05(Sierpinski Topology)
(Sierpinski space)
Lecture#06 (Let T be topology on a set X Consisting of Four Sets)
Lecture#07 (How to find topology onset)
Lec#08
Lecture#09
Lecture#10
Lecture#11 (Indiscrete and discrete topology)
Lecture:12 open set closed set open topology closed topology
Lecture:13 Comparable topology
Lecture:14 union and intersection of topology
Lecture: 15 (Show that Intersection of two topologies is also topology)
Lecture: 16 (Show that Intersection of n topology is topology)
Lecture: 17 (Show that any number of topology is topology)
Lecture: 18 (Collection of all subsets of X whose complements are finite is topology)
Lecture:19 (Show An={n,n+1..} Form Topology on N)
Lecture:20 Topology of finite set
Lecture: 21 Show that union of topology need not topology
Lecture:22 (Open set, Theorem of open set, topology theorem )
Lecture: 23 (Open set theorem )
Lecture:24 (Open set, Problems, Examples)
Lecture:25 (Closed set)
Lecture:26 (Problems of Closed set)
Lecture:27 (Closed set)
Lecture:28 (Non-discrete topology)
Lecture:29 (Clopen set)
Lecture:30 (Closure of set)
Lecture:31 (Closure of the set theorem)
Lecture:33 (Theorem of closure of set)
Lcture:34 Closure of set
Lecture:35 (Theorem of closure of set)
Lecture: 36 (Closure of set )
Lecture:37 Closure of set
Lecture: 38 (Cofinite topology)

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