- 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...
-
Mahlo (born 28 July 1883 in Coswig,
Duchy of Anhalt; died 20
August 1971 in Halle,
Bezirk Halle) was a
German mathematician.
Mahlo introduced Mahlo cardinals...
-
Nhlagongwe Patricia Mahlo is a
South African politician who
served as a
member of the
National ****embly of
South Africa representing the
African National...
- M} is the
first Mahlo cardinal. This is the proof-theoretic
ordinal of KPM, an
extension of Kripke-Platek set
theory based on a
Mahlo cardinal. Its value...
- α-inaccessible, and
hyper inaccessible cardinals weakly and
strongly Mahlo, α-
Mahlo, and
hyper Mahlo cardinals.
reflecting cardinals weakly compact (= Π1 1-indescribable)...
- {\displaystyle f} ).
Mirroring the
Mahloness hierarchy, α {\displaystyle \alpha } is
recursively γ {\displaystyle \gamma } -
Mahlo for an
ordinal γ {\displaystyle...
- . KPM, an
extension of Kripke–Platek set
theory based on a
recursively Mahlo ordinal, has a very
large proof-theoretic
ordinal θ,
which was described...
-
Kefentse Seshego Mahlo (born (1993-03-31)31
March 1993) is a
South African rugby union player for the Blue
Bulls XV in the
Rugby Challenge. His regular...
- κ-inaccessible. (It can
never be κ+1-inaccessible.) It is
occasionally used to mean
Mahlo cardinal. The term α-hyper-inaccessible is also ambiguous. Some authors...
-
preceded by a
stationary set of
measurable cardinals, and thus it is a
Mahlo cardinal. However, the
first Woodin cardinal is not even
weakly compact...
