Dear Maple Users

I am trying to minimize a cost function C subject to conditions t1>0 , t2>0 and t1< t2 by using maple 10

I tried to maximize a nonlinear objective function by mapple 10 but I was not able to obtain non negative solutions. Procedure followed by me is as follows

F:=(-ln(1-s1*(a+beta)/(K-alpha))+ln(1+s1*(a+beta)/(alpha)))/(a+beta)+(-ln(1-s2*beta/alpha)+ln(1+s2*beta/(K-alpha)))/beta;

si:=K*(-(ln(1-s1*(a+beta)/(K-alpha)))/(a+beta)+ln(1+s2*beta/(K-alpha))/beta):

G:=-(-(K-alpha)*ln(1-s1*(a+beta)/(K-alpha))+alpha*ln(1+s1*(a+beta)/(alpha)))/(a+beta)^2:

theta:=-a*(-(K-alpha)*ln(1-s1*(a+beta)/(K-alpha))+alpha*ln(1+s1*(a+beta)/(alpha)))/(a+beta)^2:

Dear Sir
Can you please help me to minimize the following cost function with maple 10.I want that " t and T must be greater than zero(not equal to zero) , t < T  and C > 0." I tried a lot but I am not getting the values of t and T as mentioned above " ". Also why  the solution obtained by the 2 methods below is different  ? Which one of them is correct ?

Priyaasha

Dear Sir
I am getting the solution lambda=−1.518022637,beta=0.5666679932,p=4.035629244

Does this solution maximizes my objective function Zv. Also I am not getting the solution for non negative values of  p, lambda and beta.Can you please help me to solve following non linear equations with maple 10.