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Daniel
06/01/10 3:57pm

Dear all

I have a problem with a non linar equation systems. Basically it takes long time to show me the results.
The systems is the following,
R1 = - ((1 - y) Sqrt[1 - x^2] + x Sqrt[1 - y^2]) +
y/4 (x Sqrt[1 - z^2] - z Sqrt[1 - x^2]) J == 0
R2 = - (y (Sqrt[1 - x^2] + Sqrt[1 - z^2]) - (z + x) Sqrt[1 - y^2]) +
Sqrt[1 - y^2]/4 (x*z + Sqrt[(1 - x^2) (1 - z^2)]) J == 0
R3 = - ((1 - y) Sqrt[1 - z^2] + z Sqrt[1 - y^2]) -
y/4 (x Sqrt[1 - y^2] - y Sqrt[1 - x^2]) J == 0

I know that it is very hard to get the solutions in function of the parameter J, and also that there is trivial solutions such x=y=z=1 or
x=y=z=-1.
Friends using maple got complex solutions considering some values of J but i would like to obtain only real solutions.
Many Thanks in advance
Daniel

Attachment: non linear sys eqs.nb, URL: ,

Subject (listing for 'solve a parameterīs dependent non-linear eq sys...')
Author Date Posted
solve a parameterīs dependent non-linear eq sys... Daniel 06/01/10 3:57pm
Re: solve a parameterīs dependent non-linear eq... Daniel 07/12/10 06:17am
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