查看“︁投影 VS 反射稳定”︁的源代码

本条目展示[[投影序数]]和[[反射序数]]、[[稳定序数]]的列表分析

=== 1 ===
{| class="wikitable"
|+
!投影序数
!反射序数
!常规表示
|-
|<math>\psi_a(0)</math>
|<math>min~2</math>
|<math>\Omega</math>
|-
|<math>\psi_a(0)\times2</math>
|<math>(1-)^{(2)}~aft~2</math>
|<math>\Omega\times2</math>
|-
|<math>\psi_a(0)\times3</math>
|<math>2nd~(1-)^{(2)}~aft~2</math>
|<math>\Omega\times3</math>
|-
|<math>\psi_a(1)</math>
|<math>(1-)^{(2)+1}~aft~2</math>
|<math>\Omega\times\omega</math>
|-
|<math>\psi_a(2)</math>
|<math>(1-)^{(2)+2}~aft~2</math>
|<math>\Omega\times\omega^2</math>
|-
|<math>\psi_a(\omega)</math>
|<math>(1-)^{(2)+\omega}~aft~2</math>
|<math>\Omega\times\omega^\omega</math>
|-
|<math>\psi_a(BO)</math>
|<math>(1-)^{(2)+BO}~aft~2</math>
|<math>\Omega\times BO</math>
|-
|<math>\psi_a(\psi_a(0))</math>
|<math>(1-)^{(1-)^{(2)}~aft~2}~aft~2</math>
|<math>\Omega^2</math>
|-
|<math>\psi_a(\psi_a(0)+1)</math>
|<math>(1-)^{(1-)^{(2)}~aft~2+1}~aft~2</math>
|<math>\Omega^2\times\omega</math>
|-
|<math>\psi_a(\psi_a(0)\times2)</math>
|<math>(1-)^{2nd~(1-)^{(2)}~aft~2}~aft~2</math>
|<math>\Omega^3</math>
|-
|<math>\psi_a(\psi_a(1))</math>
|<math>(1-)^{(1-)^{(2)+1}~aft~2}~aft~2</math>
|<math>\Omega^\omega</math>
|-
|<math>\psi_a(\psi_a(\psi_a(0)))</math>
|<math>(1-)^{(1-)^{(1-)^{(2)}~aft~2}~aft~2}~aft~2</math>
|<math>\Omega^\Omega</math>
|-
|<math>\psi_a(\psi_a(\psi_a(\psi_a(0))))</math>
|<math>(1-)^{(1-)^{(1-)^{(1-)^{(2)}~aft~2}~aft~2}~aft~2}~aft~2</math>
|<math>\Omega^{\Omega^\Omega}</math>
|-
|<math>\psi_a(a)</math>
|<math>(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2)</math>
|-
|<math>\psi_a(a)\times2</math>
|<math>(1-)^{(1-)^a~aft~2}~aft~(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2)\times2</math>
|-
|<math>\psi_a(a+1)</math>
|<math>(1-)^{(1-)^a~aft~2+1}~aft~(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2+1)</math>
|-
|<math>\psi_a(a+\psi_a(a))</math>
|<math>(1-)^{(1-)^{(1-)^a~aft~2}~aft~(1-)^a~aft~2}~aft~(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2+\psi_1(\Omega_2))</math>
|-
|<math>\psi_a(a\times2)</math>
|<math>2nd~(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2\times2)</math>
|-
|<math>\psi_a(a\times3)</math>
|<math>3rd~(1-)^a~aft~2</math>
|<math>\psi_1(\Omega_2\times3)</math>
|-
|<math>\psi_a(a\times\omega)</math>
|<math>(1-)^{a+1}~aft~2</math>
|<math>\psi_1(\Omega_2\times\omega)</math>
|-
|<math>\psi_a(a\times\psi_a(a))</math>
|<math>(1-)^{a+(1-)^a~aft~2}~aft~2</math>
|<math>\psi_1(\Omega_2\times\psi_1(\Omega_2))</math>
|-
|<math>\psi_a(a^2)</math>
|<math>(1-)^{a\times2}~aft~2</math>
|<math>\psi_1(\Omega_2^2)</math>
|-
|<math>\psi_a(a^2+a)</math>
|<math>(1-)^a~aft~(1-)^{a\times2}~aft~2</math>
|<math>\psi_1(\Omega_2^2+\Omega_2)</math>
|-
|<math>\psi_a(a^2+a\times\psi_a(a^2))</math>
|<math>(1-)^{a+(1-)^{a\times2}~aft~2}~aft~(1-)^{a\times2}~aft~2</math>
|<math>\psi_1(\Omega_2^2+\Omega_2\times\psi_1(\Omega_2^2))</math>
|-
|<math>\psi_a(a^2\times2)</math>
|<math>2nd~(1-)^{a\times2}~aft~2</math>
|<math>\psi_1(\Omega_2^2\times2)</math>
|-
|<math>\psi_a(a^2\times\omega)</math>
|<math>(1-)^{a\times2+1}~aft~2</math>
|<math>\psi_1(\Omega_2^2\times\omega)</math>
|-
|<math>\psi_a(a^3)</math>
|<math>(1-)^{a\times3}~aft~2</math>
|<math>\psi_1(\Omega_2^3)</math>
|-
|<math>\psi_a(a^\omega)</math>
|<math>(1-)^{a\times\omega}~aft~2</math>
|<math>\psi_1(\Omega_2^\omega)</math>
|-
|<math>\psi_a(a^a)</math>
|<math>(1-)^{a^2}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2})</math>
|-
|<math>\psi_a(a^{a+1})</math>
|<math>(1-)^{a^2+a}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2+1})</math>
|-
|<math>\psi_a(a^{a+\omega})</math>
|<math>(1-)^{a^2+a\times\omega}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2+\omega})</math>
|-
|<math>\psi_a(a^{a\times2})</math>
|<math>(1-)^{a^2\times2}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2\times2})</math>
|-
|<math>\psi_a(a^{a\times\omega})</math>
|<math>(1-)^{a^2\times\omega}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2\times\omega})</math>
|-
|<math>\psi_a(a^{a^2})</math>
|<math>(1-)^{a^3}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2^2})</math>
|-
|<math>\psi_a(a^{a^3})</math>
|<math>(1-)^{a^4}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2^3})</math>
|-
|<math>\psi_a(a^{a^\omega})</math>
|<math>(1-)^{a^\omega}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2^\omega})</math>
|-
|<math>\psi_a(a^{a^a})</math>
|<math>(1-)^{a^a}~aft~2</math>
|<math>\psi_1(\Omega_2^{\Omega_2^{\Omega_2}})</math>
|-
|<math>\psi_a(\varepsilon_{a+1})</math>
|<math>(1-)^{\varepsilon_{a+1}}~aft~2</math>
|<math>\psi_1(\Omega_3)</math>
|-
|<math>\psi_a(\zeta_{a+1})</math>
|<math>(1-)^{\zeta_{a+1}}~aft~2</math>
|<math>\psi_1(\Omega_3^2)</math>
|-
|<math>\psi_a(\Gamma_{a+1})</math>
|<math>(1-)^{\Gamma_{a+1}}~aft~2</math>
|<math>\psi_1(\Omega_3^{\Omega_3})</math>
|-
|<math>\psi_a(BHO(a+1))</math>
|<math>(1-)^{BHO(a+1)}~aft~2</math>
|<math>\psi_1(\Omega_4)</math>
|-
|<math>\psi_a(BO(a+1))</math>
|<math>(1-)^{BO(a+1)}~aft~2</math>
|<math>\psi_1(\Omega_\omega)</math>
|-
|<math>\psi_a(\Omega_{a+1})</math>
|<math>2nd~2</math>
|<math>\Omega_2</math>
|}
[[分类:分析]]