F	P	无穷小算子
1	1	$\partial_{u}$
1	$a_{1} / {(b_{1} + u b_{2})}^{2}$	$u \partial_{u}$
$u^{n}$	$b_{1} u^{\frac{2 (2 - α) + n (α - 3)}{α - 2}}$	$t \partial_{t} + \frac{2 - α}{n} u \partial_{u}$
$e^{u}$	$b_{1} e^{\frac{u (α - 3)}{α - 2}}$	$t \partial_{t} + (2 - α) \partial_{u}$
$c_{4} {((α - 3) u - 2 (α - 2) c_{3})}^{1 + \frac{2}{α - 3}}$	1	$t \partial_{t} - \frac{(α - 3) u}{2} \partial_{u}$
$c_{4} {((α - 3) u^{1 + \frac{n}{2}})}^{1 + \frac{2}{α - 3}}$	$u^{n}$	$t \partial_{t} - \frac{(α - 3) u}{2 + n} \partial_{u}$
$u^{4 - 2 α}$	$b_{1} u^{4 - 2 α}$	$t \partial_{t} + \frac{1}{2} u \partial_{u}$