orbit-stabilizer theorem
plethysm
symmetric group
centralizer
corybantism
symmorphic
vergence
arc cosecant
inverse cosecant
arccosecant
lower set
pentameral
radial symmetry
split
strictly
subcorollary
whirler
left coset
tetramerism
ultraproduct
cofibrantly
link
dismantlable
member
carrier set
order
combination
periselectivity
centrosymmetry
rotamer
normalizer
subset
every
rotation
eigenaxis
symmetry group
algebraic poset
coset
order type
permutation
rotary motion
subrepresentation
stabilizer subgroup
rotating mechanism
combinatorial
fundamentalism
coeffective
upper set
conjugacy class
tiltlike
left total
permutation group
hyperconifold
fundamental group
conformation
tricapped
equiangular
axial
base
tipping
symmetricity
Euler's rotation theorem
benzoyloxy
eigenangle
superpose
commutator length
Zorn's lemma
superposition
pentamerism
sorting
axisymmetric
coframe
pivot point
radiosymmetrical
sort
bisymmetry
coquaternionic
phase
symmetrizability
submechanism
amenable
monoplanar
cyclic group
sexticovariant
coaxial
catenulate
strepto-
corannulene
centrosymmetric
skew-symmetry
bending
sidely
deflection
hypercontinuum
smooth
spinward
deflexion
rotational
axis of rotation

English words for 'A theorem which states that for each element of a given set that a given group acts on, there is a natural bijection between the orbit of that element and the cosets of the stabilizer subgroup with respect to that element.'

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