Difference between revisions of "Talk:2586: Greek Letters"
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Pi also shows up in lots of extremely advanced equations as pi, not as something else, adding edit. 123.456.7890 | Pi also shows up in lots of extremely advanced equations as pi, not as something else, adding edit. 123.456.7890 | ||
| − | zeta_0 is also used for the first transfinite ordinal that is unreachable through addition, multiplication, exponentiation, and epsilons subscripting. [[User:GcGYSF(asterisk)P(vertical line)e|GcGYSF(asterisk)P(vertical line)e]] ([[User talk:GcGYSF(asterisk)P(vertical line)e|talk]]) 05:11, 26 February 2022 (UTC) | + | zeta_0 is also used for the first transfinite ordinal that is unreachable through addition, multiplication, exponentiation, and epsilons subscripting. |
| + | EDIT: phi is used for the Veblen hierachy. [[User:GcGYSF(asterisk)P(vertical line)e|GcGYSF(asterisk)P(vertical line)e]] ([[User talk:GcGYSF(asterisk)P(vertical line)e|talk]]) 05:11, 26 February 2022 (UTC) | ||
Don't you have an English saying: '''simple/easy as π'''? [[User:Nukio|Nukio]] ([[User talk:Nukio|talk]]) 05:51, 26 February 2022 (UTC) | Don't you have an English saying: '''simple/easy as π'''? [[User:Nukio|Nukio]] ([[User talk:Nukio|talk]]) 05:51, 26 February 2022 (UTC) | ||
Revision as of 17:09, 26 February 2022
Pi also shows up in lots of extremely advanced equations as pi, not as something else, adding edit. 123.456.7890
zeta_0 is also used for the first transfinite ordinal that is unreachable through addition, multiplication, exponentiation, and epsilons subscripting. EDIT: phi is used for the Veblen hierachy. GcGYSF(asterisk)P(vertical line)e (talk) 05:11, 26 February 2022 (UTC)
Don't you have an English saying: simple/easy as π? Nukio (talk) 05:51, 26 February 2022 (UTC)
- the saying is easy as pie as in the dessert. sometimes we write it easy as π as a nerdy joke. 162.158.107.230 08:08, 26 February 2022 (UTC)
Related: https://xkcd.com/2520/ 162.158.103.224 08:59, 26 February 2022 (UTC)
I've found a use for capital Xi: https://en.wikipedia.org/wiki/Harish-Chandra%27s_%CE%9E_function that seems to be from the field of Harmonic Analysis. Douira (talk) 14:50, 26 February 2022 (UTC)
