-
system simulates the
other and vice versa.
Intuitively two
systems are
bisimilar if they, ****uming we view them as
playing a game
according to some rules...
-
early and open
bisimilarity are
known to coincide. However, in this
setting a more
appropriate notion is that of
asynchronous bisimilarity. In the literature...
-
characteristic of rose
trees is the
coincidence of
bisimilarity with identity: two
distinct rose
trees are
never bisimilar. The name "rose tree" was
coined by Lambert...
- is a simulation, it
equals bisimilarity. And if it
equals bisimilarity, it is
naturally a
simulation (since
bisimilarity is a simulation). Therefore...
- the 1980s,
borrows from
computer science the
concept of a bisimulation.
Bisimilar sets are
considered indistinguishable and thus equal,
which leads to a...
-
theory with Aczel's anti-foundation axiom,
every set-like
relation is
bisimilar to set-membership on a
unique transitive class,
hence every bisimulation-minimal...
- are
interpreted as a
labelled transition system.
Between these models,
bisimilarity is used as a
semantic equivalence.
Given a set of
action names, the set...
- properties, lazy evaluation,
concurrent logic programming,
model checking,
bisimilarity proofs, etc."
Experimental implementations of co-LP are
available from...
- \tau (s,a,C)=\tau (t,a,C).} Two
states are said to be
probabilistically bisimilar if
there is some such R
relating them. When
applied to
Markov chains,...
