known as group theory, the Jankogroups are the four sporadic simple groupsJ1, J2, J3 and J4 introduced by Zvonimir Janko. Unlike the Mathieu groups, Conway...
Ly are pariahs. Three other sporadic groups were also shown to be pariahs by Griess in 1982, and the JankoGroupJ1 was shown to be the final pariah by...
12⋅M22.) Z. Janko (1976). "A new finite simple group of order 86,775,571,046,077,562,880 which possesses M24 and the full covering group of M22 as subgroups"...
Therapeutic Chemical Classification System Haplogroup J1 (Y-DNA), a Y-DNA haplogroup JankogroupJ1, in mathematics S/2003 J 1, a former name for Eukelade...
special linear groups in dimension 2 and the JankogroupJ1. These groups also played a role in the discovery of the first modern sporadic group. They have...
the last Mathieu group that Zvonimir Janko constructed a new sporadic simple group in 1964. In his honour, this group is now called J1. This discovery...
the groups are named after the mathematician(s) who first predicted their existence. The full list is: Mathieu groups M11, M12, M22, M23, M24 Janko groups...
only extra group that appears is the JankogroupJ1. Aschbacher, Michael; Smith, Stephen D. (2004), The classification of quasithin groups. I Structure...
sporadic groups there were, and in fact some of the sporadic groups (e.g., the Jankogroups) were discovered while proving other cases of the classification...
Martin Ward used an IBM 1620 model I to calculate the order of the JankogroupJ1. In 1966 the ITU produced an explanatory film on a 1963 system for typesetting...
is a 2-group or one of the simple groups PSL2(q) for q = 2n or q = 3 or 5 mod 8, or the JankogroupJ1, or Ree groups 2G2(32n+1). (Here O(G) denotes the...
similar form Z/2Z × PSL(2, 5) Janko found the sporadic groupJ1. The Suzuki groups are the only finite non-abelian simple groups with order not divisible by...
likes of Milos Ninkovic, Bobo, Filip Holosko, Adrian Mierzejewski, and Marc Janko to the Sky Blues, each of whom made telling contributions to Sydney's success...