-
small order up to
group isomorphism. For n = 1, 2, … the
number of
nonisomorphic groups of
order n is 1, 1, 1, 2, 1, 2, 1, 5, 2, 2, 1, 5, 1, 2, 1, 14...
- In mathematics, an
isomorphism is a structure-preserving
mapping (a morphism)
between two
structures of the same type that can be
reversed by an inverse...
- Two
nonisomorphic dual
representations of SU(3), with
highest weights (1,2) and (2,1)...
-
Nonisomorphic graphs on
three vertices...
-
commutators whose product is not a
commutator is 96; in fact
there are two
nonisomorphic groups of
order 96 with this property. This
motivates the definition...
-
hypothesis is that a
complete theory with less than
continuum many
nonisomorphic countable models can have only
countably many. Vaught's conjecture,...
- the
cardinality of the
underlying set is two.
There are
exactly five
nonisomorphic semigroups having two elements: O2, the null
semigroup of
order two...
-
bipartite partitions of 12
white objects and 3
black ones 1915 =
number of
nonisomorphic semigroups of
order 5 1916 = sum of
first 50
composite numbers 1917...
-
result is not true for
uncountable graphs, of
which there are many (
nonisomorphic)
graphs satisfying the
above property.
Another model,
which generalizes...
- OEIS Foundation. Sloane, N. J. A. (ed.). "Sequence A066951 (Number of
nonisomorphic connected graphs that can be
drawn in the
plane using n unit-length...
