"Maya" wrote in message <kqmght$e9p$1@newscl01ah.mathworks.com>...
> Hi,
>
> I am trying to solve this problem:
> p_i=max(0,(-1+sqrt(1-4*c_i*d_i+4*(c_i-d_i)*c_i*d_i/(x*a_i))/2*c_i*d_i) if c_i>d_i
> and p_i=0 otherwise. p_i, c_i,d_i are diagonal elements of matrices P, C, D and A. I need to find x and after that to calculate p_i, but I do not know how to implement max because at first x is a symbolic variable.
>
> I would appreciate if anyone could help me.
> Maya
I missed this: x>0 is chosen to satisfy the constraint Tr(A*P)>=Pt.![]()
> Hi,
>
> I am trying to solve this problem:
> p_i=max(0,(-1+sqrt(1-4*c_i*d_i+4*(c_i-d_i)*c_i*d_i/(x*a_i))/2*c_i*d_i) if c_i>d_i
> and p_i=0 otherwise. p_i, c_i,d_i are diagonal elements of matrices P, C, D and A. I need to find x and after that to calculate p_i, but I do not know how to implement max because at first x is a symbolic variable.
>
> I would appreciate if anyone could help me.
> Maya
I missed this: x>0 is chosen to satisfy the constraint Tr(A*P)>=Pt.