- that
exhibit periodicity. Any
function that is not
periodic is
called aperiodic. A
function f is said to be
periodic if, for some
nonzero constant P,...
- An
aperiodic tiling is a non-periodic
tiling with the
additional property that it does not
contain arbitrarily large periodic regions or patches. A set...
- function.
Aperiodic may also
refer to:
Aperiodic finite state automaton Aperiodic frequency Aperiodic graph Aperiodic semigroup Aperiodic set of prototiles...
- In mathematics, an
aperiodic semigroup is a
semigroup S such that
every element is
aperiodic, that is, for each x in S
there exists a
positive integer...
- asks
about the
existence of a
single prototile that by
itself forms an
aperiodic set of prototiles; that is, a
shape that can
tessellate space but only...
-
shows sharp peaks with
other symmetry orders—for instance, five-fold.
Aperiodic tilings were
discovered by
mathematicians in the
early 1960s, and, some...
-
called "non-periodic". An
aperiodic tiling uses a
small set of tile
shapes that
cannot form a
repeating pattern (an
aperiodic set of prototiles). A tessellation...
-
example of an
aperiodic tiling. Here, a
tiling is a
covering of the
plane by non-overlapping
polygons or
other shapes, and a
tiling is
aperiodic if it does...
-
Aperiodic crystals are
crystals that lack three-dimensional
translational symmetry, but
still exhibit three-dimensional long-range order. In
other words...
- then this set of
tiles is
called aperiodic. The
tilings obtained from an
aperiodic set of
tiles are
often called aperiodic tilings,
though strictly speaking...
