-
finite group theory, the
Sylow theorems are a
collection of
theorems named after the
Norwegian mathematician Peter Ludwig Sylow that give
detailed information...
-
Peter Ludvig Meidell Sylow (Norwegian pronunciation: [ˈsyːlɔv]) (12
December 1832 – 7
September 1918) was a
Norwegian mathematician who
proved foundational...
-
Sylow-Tournament (Danish:
Sylow-Turneringen) was a
knockout ****ociation
football competition contested annually between 1918 and 1926,
organised by the...
- of
primes in π, and
whose index is not
divisible by any
primes in π. Any
Sylow subgroup of a
group is a Hall subgroup. The
alternating group A4 of order...
- The
Sylow subgroups of the
symmetric groups are
important examples of p-groups. They are more
easily described in
special cases first: The
Sylow p-subgroups...
- groups: in the
study of
finite groups, a Z-group is a
finite group whose Sylow subgroups are all cyclic. in the
study of
infinite groups, a Z-group is...
- 1851–1852 and 1853–1854.
Sylow was the
father of
mathematician Peter Ludwig Mejdell Sylow and
military officer and
sports official Carl
Sylow. Brinchmann, Chr;...
- Carl
Christian Weinwich Sylow (26
January 1838 – 12
December 1930) was a
Norwegian military officer and
sports official.
Sylow was born in Christiania...
-
revolutionary contributions to
mathematical logic,
while Øystein Ore and
Ludwig Sylow advanced group theory. Atle Selberg, a
major figure in 20th-century mathematics...
-
normalizer of a
Sylow 13-subgroup 37 U3(4):4 249,600 = 28·3·52·13 38 L2(71) 178,920 = 23·32·5·7·71
contains the
normalizer 71:35 of a
Sylow 71-subgroup 39...
