- Myhill–
Nerode theorem provides a
necessary and
sufficient condition for a
language to be regular. The
theorem is
named for John
Myhill and Anil
Nerode, who...
- Anil
Nerode (born 1932) is an
American mathematician,
known for his work in
mathematical logic and for his many-decades
tenure as a
professor at Cornell...
- The EATCS–IPEC
Nerode Prize is a
theoretical computer science prize awarded for
outstanding research in the area of
multivariate algorithmics. It is awarded...
- was
first proved by Anil
Nerode (
Nerode 1958) and the
relation S ∼ {\displaystyle {}_{S}{\sim }} is thus
referred to as
Nerode congruence by some authors...
- not distributed". Notably, the
Debian project,
Thomas Bushnell,
Nathanael Nerode, and
Bruce Perens have
raised objections.
Bruce Perens saw the GFDL even...
- Foundation. For his work on bidimensionality, he was the
winner of the
Nerode Prize in 2015
along with his co-authors
Fedor Fomin,
Mohammad T. Hajiaghayi...
-
defined by u ≡L v if C[u] ∈ L ⇔ C[v] ∈ L for each
context C. The Myhill–
Nerode theorem for tree
automata states that the
following three statements are...
- Applications. It
founded the
theory of
bidimensionality which later received the
Nerode Prize and was the
topic of workshops.
Hajiaghayi has been the
coach of the...
- Israel. In the
theory of
formal languages, the Myhill–
Nerode theorem,
proven by
Myhill and Anil
Nerode,
characterizes the
regular languages as the languages...
-
basic set theory. The
study of
linear bounded automata led to the Myhill–
Nerode theorem,
which gives a
necessary and
sufficient condition for a
formal language...
