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 Author Comment/Response Bill Simpson 04/25/12 11:22am In Response To 'Re: No more memory available.'---------Changing your F = (1.5*T*((Ψ*X)+(H*X*Y))) to F = (3/2*T*((Ψ*X)+(H*X*Y))) to avoid questions about roundoff and inspecting your simplified Eq1,Eq2,Eq3,Eq4 seems to hint that eliminating λ1 and λ2 might be a good first step. Thus eqns = Eliminate[{Eq1==0&&Eq2==0&&Eq3==0&&Eq4==0}, {λ1,λ2}] gives a very reasonable C==X^2+Y^2&&K==V-B X-M X^2-R X^2-A X Y+D X Y-O Y^2-R Y^2+Y Z Then Solve[eqns,{X,Y}] does give lengthy solutions for X and Y using only reasonable amounts of time and less than 1GB of memory. I would not attempt FullSimplify on those. You can then easily Solve[Eq1==0&&Eq2==0, {λ1,λ2}] and substitute your values for X and Y to obtain impressively large expressions for λ1 and λ2. I would not attempt FullSimplify on those. Perhaps you can find something useful in this. URL: ,

 Subject (listing for 'No more memory available.') Author Date Posted No more memory available. Anthony 04/12/12 4:37pm Re: No more memory available. Forum Modera... 04/13/12 11:36am Re: Re: No more memory available. Anthony 04/13/12 1:26pm Re: Re: Re: No more memory available. Peter Pein 04/17/12 04:32am Re: Re: Re: Re: No more memory available. Anthony 04/17/12 3:47pm Re: Re: Re: Re: No more memory available. Anthony 04/24/12 09:32am Re: No more memory available. Forum Modera... 04/22/12 5:49pm Re: No more memory available. Anthony 04/24/12 08:06am Re: Re: No more memory available. Bill Simpson 04/25/12 11:22am
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