(Sorry, but it's ill defined) |
|||
| Line 1: | Line 1: | ||
| − | '''Spacduans''' is equal to [2,3] |
+ | '''Spacduans''' is equal to [2,3] using [[PlantStar's Debut Notation]].<ref>[https://plantstarslargenumbers.wordpress.com/m2/a1/ Article 2.1: The Lineus Regiment | PlantStar's Large Numbers]</ref> The term was coined by [[User:PlantStarAlpineer0|PlantStar]]. |
| + | This number is ill-defined for now. |
||
| − | == Approximations == |
||
| − | {| border="0" cellpadding="1" cellspacing="1" class="article-table" |
||
| − | |- |
||
| − | ! scope="col"|Notation |
||
| − | ! scope="col"|Lower bound |
||
| − | ! scope="col"|Upper bound |
||
| − | |- |
||
| − | |[[Arrow notation]] |
||
| − | |colspan="2" align="center"|\(48\uparrow48\uparrow48\uparrow3\) |
||
| − | |- |
||
| − | |[[Down-arrow notation]] |
||
| − | |colspan="2" align="center"|\(48\downarrow\downarrow110593\) |
||
| − | |- |
||
| − | |[[Steinhaus-Moser Notation]] |
||
| − | |5[3][3][3] |
||
| − | |6[3][3][3] |
||
| − | |- |
||
| − | |[[Copy notation]] |
||
| − | |1[1[185933]] |
||
| − | |2[2[185933]] |
||
| − | |- |
||
| − | |[[H* function]] |
||
| − | |H(3H(61976)) |
||
| − | |H(4H(61976)) |
||
| − | |- |
||
| − | |[[Taro's multivariable Ackermann function]] |
||
| − | |A(3,A(3,A(3,16))) |
||
| − | |A(3,A(3,A(3,17))) |
||
| − | |- |
||
| − | |[[Pound-Star Notation]] |
||
| − | |#*((1))*((43))*142 |
||
| − | |#*((1))*((44))*142 |
||
| − | |- |
||
| − | |[[BEAF]] |
||
| − | |colspan="2" align="center"|{48,{48,{48,3}}} |
||
| − | |- |
||
| − | |[[Hyper-E notation]] |
||
| − | |colspan="2" align="center"|E[48]3#3 |
||
| − | |- |
||
| − | |[[Bashicu matrix system]] |
||
| − | |(0)(1)[631] |
||
| − | |(0)(1)[632] |
||
| − | |- |
||
| − | |[[Hyperfactorial array notation]] |
||
| − | |((8!)!)! |
||
| − | |((9!)!)! |
||
| − | |- |
||
| − | |[[Fast-growing hierarchy]] |
||
| − | |\(f_2^3(15)\) |
||
| − | |\(f_2^3(16)\) |
||
| − | |- |
||
| − | |[[Hardy hierarchy]] |
||
| − | |\(H_{\omega^23}(15)\) |
||
| − | |\(H_{\omega^23}(16)\) |
||
| − | |- |
||
| − | |[[Slow-growing hierarchy]] |
||
| − | |colspan="2" align="center"|\(g_{\omega^{\omega^{\omega^3}}}(48)\) |
||
| − | |} |
||
== Sources == |
== Sources == |
||
<references /> |
<references /> |
||
| + | |||
| + | == See also == |
||
| + | {{PlantStar's Debut Notation numbers}} |
||
[[Category:Numbers]] |
[[Category:Numbers]] |
||
[[Category:Powers of 48]] |
[[Category:Powers of 48]] |
||
| − | [[Category: |
+ | [[Category:PlantStar's Debut Notation numbers]] |
| − | [[Category:Upper class 3]] |
||
Revision as of 00:29, 10 April 2020
Spacduans is equal to [2,3] using PlantStar's Debut Notation.[1] The term was coined by PlantStar.
This number is ill-defined for now.
Sources
See also
Lineus series: lineus · planus · spacus · tetrus · pentus · hexus · heptus · octus · nonus · decus · undecus · duodecus · tredecus · vigintus · trigintus · quadragintus
Lineans series: lineans · centus · millus · planans · spacans · tetrans · pentans · decans · vigintans · trigintans · quadragintans · lineduans · centans · planduans · spacduans · decduans · viginduans · linetrians · plantrians · spactrians · dectrians · linequadrans · planquadrans · decquadrans · linequintans · decquintans · linesextans · lineseptans · lineoctans · linenovans · linedecans · lineundecans · linedodecans · linetridecans · lineicosans · linetriacontans · linetetracontans
Enalineans series: enalineans · enaplanans · enaspacans · enadecans · enalineduans · enadecduans · enalinetrians · enalinedecans · enalineicosans · diolineans · dioplanans · diodecans · diolineduans · diolinetrians · diolinedecans · trialineans · triaplanans · trialineduans · trialinedecans · tesseralineans · tesseralineduans · pendelineans · exilineans · eptalineans · oktolineans · enealineans