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| Discussions |
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| I managed to solve it: AMAX=Maximize[UA ,{X >=0,X =-1,Y =0,z =-1,w |
| Hello, I have an error while using "while" loop (I want the code to run until both condition satified: xx +zz =2 && yy +ww =0. any suggestions? Here's the code: ClearAll[Y ,X,z,w]; T0=1 ; Hmu=0.8; SA=10+Hmu ; ... |
| Hello, How can I solve in mathematica the complex function Z which have f(x), "M" and "a" are constants in the attached file? How can I make it a little bit more "simplify"? |
| I think that Za and Zb should be maximized seperately. Is this what you've wrote? |
| Any Ideas how to solve the equation? Mathematica doesn't solve it. The Original maximization problem was: FullSimplify[D[(1-(g-(Subscript[p, b](s(1+u)-x)+k)/((Subscript[p, b]-Subscript[p, a])(s*(1+u)-x)-2k))?)(-g+(pb(s(1+u)-x)+k)),g]] I... |