prefundamental
subgroup
commutator
subrepresentation
Cayley's theorem
isotopic
center
splitting field
Fitting subgroup
normal subgroup
order
seminormal
nilspace
Klein geometry
primitive root
line graph
anarboricity
lattice
semitopological
gyrovector
malnormality
ultrapolynomial
Euclid's lemma
pseudorepresentation
quasiregular
Szemerédi's theorem
Stirling number of the second kind
semimeasure
primitive polynomial
primitive element
superexponential
mirabolic
epimorphism
linearly dependent
antichain
semiconvex
superrigidity
monomorphism
equivalence class
p-adic absolute value
irreflexive
graph
chromoelectric
block design
Green's theorem
normalizer
uniform metric
p-adic norm
pseudopolynomial
supramenable
monofunctionalized
mathematical induction
multifactorial
equibounded
knapsack
vector field
transcendence degree
unknown
adjoint
Euler's criterion
gauss
prime ring
simsun permutation
chromomagnetic
gigagauss
polybasic
dishomogeneous
tetrafunctionalized
conjugate
subgene
tetrafunctional
unhomogeneous
adjunction
pigeonhole principle
quintile
algebraic closure
octile
subvariable
subdeterminant
convex combination
Ax-Kochen theorem
debye
aposyndetic
Young diagram
beta distribution
Yoneda lemma
gyrocommutative
field extension
homology
group ring
order tree
anticyclotomic
multiperfect
Smarandache function
operand
Pareto distribution
multilinear form
invex
preimage

English words for 'Given a group G that acts on a set P, a subset P is prefundamental for G if, for any g in G, gB is in B only if g is 1.'

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