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U-skate world has an equilibirum concentration of u and v that serves as the background for gliders like the eponymous u-glider.
where
$A = \frac{\sqrt{F}}{(F+k)}$
and the concentration of $u$ is
$u_{h3} = \frac{A - \sqrt{A^2 - 4}}{2A} $
and $v$
$v_{h3} = \frac{\sqrt{F} (A + \sqrt{A^2 - 4}) }{3}$
Munafo, R. (2014). Stable localized moving patterns in the 2-D Gray-Scott model. arXiv: Pattern Formation and Solitons.l. http://mrob.com/sci/papers/munafo2009-0410.pdf or https://arxiv.org/abs/1501.01990
Look to commit 51af7e9bc6510dae83f774e00eb4d949e9d084f4
Added in PR #74
U-skate world has an equilibirum concentration of u and v that serves as the background for gliders like the eponymous u-glider.
where
$A = \frac{\sqrt{F}}{(F+k)}$
and the concentration of $u$ is
$u_{h3} = \frac{A - \sqrt{A^2 - 4}}{2A} $
and $v$
$v_{h3} = \frac{\sqrt{F} (A + \sqrt{A^2 - 4}) }{3}$
Munafo, R. (2014). Stable localized moving patterns in the 2-D Gray-Scott model. arXiv: Pattern Formation and Solitons.l. http://mrob.com/sci/papers/munafo2009-0410.pdf or https://arxiv.org/abs/1501.01990