Let V be an inner product space. Then for arbitrary vectors u,v in V and scalar ∝ ǁu+vǁ ≤ ǁuǁ +ǁvǁ


B.Sc III - [ Semester - VI (Paper-XI ) ]
Unit - 4
Inner product spaces 


Let V be an inner product space. Then for arbitrary vectors u,v in V and scalar ∝ ǁu+vǁ ≤ ǁuǁ +ǁvǁ

Let V be an inner product space. Then for arbitrary vectors u,v in V and scalar ∝ ǁu+vǁ ≤ ǁuǁ +ǁvǁ

Let V be an inner product space. Then for arbitrary vectors u,v in V and scalar ∝ ǁu+vǁ ≤ ǁuǁ +ǁvǁ





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