Aug 28, 2010 #1 juaninf Messages 27 Reaction score 0 Supposse that y \in{R(T)}, T\in{L(V,W)} the equation Tx=y, have unique solution if only and if T is injectiva
Supposse that y \in{R(T)}, T\in{L(V,W)} the equation Tx=y, have unique solution if only and if T is injectiva
Aug 28, 2010 #2 Mark44 Mentor Insights Author Messages 38,043 Reaction score 10,530 What have you tried? Do you know how to prove if and only if statements?
Aug 28, 2010 #4 HallsofIvy Science Advisor Homework Helper Messages 42,895 Reaction score 984 ? "first left after right" means nothing to me. Please answer Mark44's question, "What have you tried?".
? "first left after right" means nothing to me. Please answer Mark44's question, "What have you tried?".
Aug 28, 2010 #6 HallsofIvy Science Advisor Homework Helper Messages 42,895 Reaction score 984 If you aren't going to answer questions asked to clarify your post, I see no reason to continue this.
If you aren't going to answer questions asked to clarify your post, I see no reason to continue this.
Thread 'When are Markov Matrices also Martingales?' Are there known conditions under which a Markov Chain is also a Martingale? I know only that the only Random Walk that is a Martingale is the symmetric one, i.e., p= 1-p =1/2. View full post »
Are there known conditions under which a Markov Chain is also a Martingale? I know only that the only Random Walk that is a Martingale is the symmetric one, i.e., p= 1-p =1/2.