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August 11, 2020 11:03 pm 30 pts
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See the attachment.
• Anonymous User
Over an infinite dimensional vector space, minimal polynomial of a linear operator may or may not exist.
• Sudhanshu ranjan
There is no linear operator on infinite dimensional space which has minimal polynomial?
Anonymous User
There do exist such linear operators. For example, x-1 is the minimal polynomial of Identity operator on vector space R[x] over R
• Sudhanshu ranjan
ok