Hello,
I'm terribly new to GSL - I only just downloaded it yesterday. I'm
trying to solve the following three non-linear simultaneous equations
for x, y, and z:
Equation 1:
a + b.x + c.y + d.x^2 + e.x.y + f.y^2 + r[0]^2.Log r[0].w[0] + ...
r[n]^2.Log r[n].w[n] = z
Equation 2:
x + z(b + 2.d.x + e.y + w[0].(Log r[0] + K).(x - g[0]) + ... + w[n].(Log
r[n] + K).(x - g[n])
Equation 3:
y + z(c + 2.f.y + e.x + w[0].(Log r[0] + K).(x - h[0]) + ... + w[n].(Log
r[n] + K).(y - h[n])
where r[i] = [(x - g[0])^2 + (y - h[0])^2]^0.5
and a, b, c, d, e, f, g[.], h[.], and K are constants.
I've been staring at the example on http://tinyurl.com/5maz7e all day,
and its not coming together at all. Is there a simpler tutorial I can
learn from? I'd appreciate any pointers. Thanks,
- Olumide
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