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- Paul Mahlo (born July 28, 1883 in Coswig, Anhalt, died August 20, 1971 in Halle, Saxony-Anhalt) was a German mathematician. Mahlo introduced Mahlo cardinals...

- In mathematics, a Mahlo cardinal is a certain kind of large cardinal number. Mahlo cardinals were first described by Paul Mahlo (1911, 1912, 1913). As...

- templates for discussion to help reach a consensus. › Kefentse Seshego Mahlo (born (1993-03-31)31 March 1993 in Tzaneen, South Africa) is a South African...

- is a greatly Mahlo cardinal, and is also a limit of greatly Mahlo cardinals, where a cardinal κ is called greatly Mahlo if it is κ+-Mahlo. Jech, Thomas...

- Jand Mahlo (Urdu: جنڈمہلو) is a town in Gujar Khan Tehsil Punjab, ****stan. Jand Mehlo is also chief town of Union Council Jand Mehlo which is an administrative...

- of a Mahlo cardinal). But note that we are still talking about possibly countable ordinals here. (While the existence of inaccessible or Mahlo cardinals...

- α-inaccessible, and hyper inaccessible cardinals weakly and strongly Mahlo, α-Mahlo, and hyper Mahlo cardinals. reflecting cardinals weakly compact (= Π1 1-indescribable)...

- parallel to that of (small) large cardinals (one can define recursively Mahlo ordinals, for example). But all these ordinals are still countable. Therefore...

- {AC}}+{\mathsf {BI}}} . KPM, an extension of Kripke-Platek set theory based on a Mahlo cardinal, has a very large proof-theoretic ordinal ϑ, which was described...

- cardinals. This means also that weakly compact cardinals are Mahlo cardinals, and the set of Mahlo cardinals less than a given weakly compact cardinal is stationary...

- In mathematics, a Mahlo cardinal is a certain kind of large cardinal number. Mahlo cardinals were first described by Paul Mahlo (1911, 1912, 1913). As...

- templates for discussion to help reach a consensus. › Kefentse Seshego Mahlo (born (1993-03-31)31 March 1993 in Tzaneen, South Africa) is a South African...

- is a greatly Mahlo cardinal, and is also a limit of greatly Mahlo cardinals, where a cardinal κ is called greatly Mahlo if it is κ+-Mahlo. Jech, Thomas...

- Jand Mahlo (Urdu: جنڈمہلو) is a town in Gujar Khan Tehsil Punjab, ****stan. Jand Mehlo is also chief town of Union Council Jand Mehlo which is an administrative...

- of a Mahlo cardinal). But note that we are still talking about possibly countable ordinals here. (While the existence of inaccessible or Mahlo cardinals...

- α-inaccessible, and hyper inaccessible cardinals weakly and strongly Mahlo, α-Mahlo, and hyper Mahlo cardinals. reflecting cardinals weakly compact (= Π1 1-indescribable)...

- parallel to that of (small) large cardinals (one can define recursively Mahlo ordinals, for example). But all these ordinals are still countable. Therefore...

- {AC}}+{\mathsf {BI}}} . KPM, an extension of Kripke-Platek set theory based on a Mahlo cardinal, has a very large proof-theoretic ordinal ϑ, which was described...

- cardinals. This means also that weakly compact cardinals are Mahlo cardinals, and the set of Mahlo cardinals less than a given weakly compact cardinal is stationary...