投影 VS 反射稳定

本条目展示投影序数和反射序数、稳定序数的列表分析

投影序数	反射稳定
$\omega$	$1$
$\omega \times 2$	$2nd1$
$\omega \times 3$	$3rd1$
${\omega }^2$	$1-1$
${\omega }^2+\omega$	$1aft1-1$
${\omega }^2+\omega \times 2$	$2nd1aft1-1$
${\omega }^2\times 2$	$2nd1-1$
${\omega }^3$	$1-1-1$
${\omega }^{\omega }$	$(1-{)}^{\omega }$
${\omega }^{\omega +1}$	$(1-{)}^{\omega +1}$
${\omega }^{{\omega }^2}$	$(1-{)}^{1-1}$
${\omega }^{{\omega }^{\omega }}$	$(1-{)}^{(1-{)}^{\omega }}$
${\epsilon }_0$	$(1-{)}^a$
${\epsilon }_0\times 2$	$(1-{)}^{(1-{)}^a}aft(1-{)}^a$
${\omega }^{{\epsilon }_0+1}$	$(1-{)}^{(1-{)}^a+1}aft(1-{)}^a$
${\epsilon }_1$	$2nd(1-{)}^a$
${\epsilon }_{\omega }$	$(1-{)}^{a+1}$
${\epsilon }_{{\epsilon }_0}$	$(1-{)}^{a+(1-{)}^a}$
${\zeta }_0$	$(1-{)}^{a\times 2}$
$\phi (\omega ,0)$	$(1-{)}^{a\times \omega }$
$\psi ({\mathrm{\Omega }}^{\mathrm{\Omega }})$	$(1-{)}^{a^2}$
$\psi ({\mathrm{\Omega }}^{\mathrm{\Omega }\times 2})$	$(1-{)}^{a^2\times 2}$
$\psi ({\mathrm{\Omega }}^{{\mathrm{\Omega }}^2})$	$(1-{)}^{a^3}$
$\psi ({\mathrm{\Omega }}^{{\mathrm{\Omega }}^{\omega }})$	$(1-{)}^{a^{\omega }}$
$\psi ({\mathrm{\Omega }}^{{\mathrm{\Omega }}^{\mathrm{\Omega }}})$	$(1-{)}^{a^a}$
$\psi ({\mathrm{\Omega }}_2)$	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+1})}$
$\psi ({\mathrm{\Omega }}_2^2)$	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+1}^2)}$
	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+1}^a)}$
	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+1}^{{\mathrm{\Omega }}_{a+1}})}$
	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+2})}$
	$(1-{)}^{{\psi }_{{\mathrm{\Omega }}_{a+1}}({\mathrm{\Omega }}_{a+\omega })}$