Disambiguation evidence for Monster group via surface form

"Monster group"

Triples (26)

Triples where some other subject referred to this entity as "Monster group".

Conway groups → relatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
Leech lattice → relatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
Simon P. Norton → studied →
"Monster group"
↳ resolves to Monster group
ⓘ
Conway–Norton collaboration → relatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
S. P. Norton → studies →
"Monster group"
↳ resolves to Monster group
ⓘ
Harada–Norton group → isRelatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
Harada–Norton group → isSubquotientOf →
"Monster group"
↳ resolves to Monster group
ⓘ
moonshine theory → focusesOn →
"Monster group"
↳ resolves to Monster group
ⓘ
moonshine theory → notableObject →
"Monster group"
↳ resolves to Monster group
ⓘ
moonshine theory → relates →
"Monster group"
↳ resolves to Monster group
ⓘ
Friendly Giant → memberOf →
"Monster group"
↳ resolves to Monster group
ⓘ
Fischer–Griess Monster → alsoKnownAs →
"Monster group"
↳ resolves to Monster group
ⓘ
Griess algebra → hasAutomorphismGroup →
"Monster group"
↳ resolves to Monster group
ⓘ
Griess algebra → realizesAsAutomorphismGroup →
"Monster group"
↳ resolves to Monster group
ⓘ
Griess algebra → providesConcreteRealizationOf →
"Monster group"
↳ resolves to Monster group
ⓘ
Griess algebra → relatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
Fischer group Fi24′ → isSubquotientOf →
"Monster group"
↳ resolves to Monster group
ⓘ
Fischer group Fi24′ → isRelatedTo →
"Monster group"
↳ resolves to Monster group
ⓘ
Thompson group Th → isSubgroupOf →
"Monster group"
↳ resolves to Monster group
ⓘ
Monstrous Moonshine conjecture → relates →
"Monster group"
↳ resolves to Monster group
ⓘ
Monstrous Moonshine conjecture → associatedWith →
"Monster group"
↳ resolves to Monster group
ⓘ
monstrous moonshine → connects →
"Monster group"
↳ resolves to Monster group
ⓘ
monstrous moonshine → hasKeyObject →
"Monster group"
↳ resolves to Monster group
ⓘ
McL → isSubgroupOf →
"Monster group"
↳ resolves to Monster group
ⓘ