-
exists a
space of
subshifts on 6 symbols,
projected to
subshifts on 2 symbols, such that any
Markov measure on the
smaller subshift has a
preimage measure...
-
exists a
space of
subshifts on 6 symbols,
projected to
subshifts on 2 symbols, such that any
Markov measure on the
smaller subshift has a
preimage measure...
-
studied by
means of
symbolic dynamics.
Important special cases include subshifts of
finite type and
sofic systems. The term
ergodic is
commonly thought...
-
often considered synonyms. The most
widely studied shift spaces are the
subshifts of
finite type and the
sofic shifts. In the
classical framework a shift...
- (Kemeny (1959), p. 384)
Finite Markov-chain
processes are also
known as
subshifts of
finite type. Booth,
Taylor L. (1967).
Sequential Machines and Automata...
-
chain or a
subshift of
finite type. A
Markov matrix that is
compatible with the
adjacency matrix can then
provide a
measure on the
subshift. Many chaotic...
- of the same word to
indicate a
generalization of
finiteness in
sofic subshifts. The
class of
sofic groups is
closed under the
operations of
taking subgroups...
-
theory (ergodicity of
Markov chains); to the
theory of
dynamical systems (
subshifts of
finite type); to
economics (Okishio's theorem, Hawkins–Simon condition);...
-
operator acting on a
shift space. The most
commonly studied shifts are the
subshifts of
finite type. The
adjoint to the
transfer operator can
likewise usually...
-
include all finite[clarification needed]
stationary stochastic processes,
subshifts of
finite type,
finite Markov chains,
Anosov flows, and Sinai's billiards:...
