Recent content by Mr.M
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Graduate It shows that V is the dual space of V*?
i just got another idea since <v,v*> just depends on v* so we just treat it as a function of v* and then we have the last step ?- Mr.M
- Post #4
- Forum: Linear and Abstract Algebra
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M
Graduate It shows that V is the dual space of V*?
actually i don't understand the last step Phi is taken out of the sum because it is linear in the 2nd variable ? And "V is the dual space of V*"looks very confusing The dual space of V is the set linear functions on V Now the dual space of V* is the set linear functions on V*? how can i see that ?- Mr.M
- Post #3
- Forum: Linear and Abstract Algebra
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M
Graduate It shows that V is the dual space of V*?
Not my homework It's in the textbook - lectures of diff geo by s.s.chern Just put them down in a clearer way Could anybody explain the questions in the pic ? http://x7d.xanga.com/be6d931344030137094065/z100635368.jpg"- Mr.M
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- Dual Space
- Replies: 5
- Forum: Linear and Abstract Algebra