- In mathematics, a
fixed point (sometimes
shortened to
fixpoint), also
known as an
invariant point, is a
value that does not
change under a
given transformation...
-
hierarchical model data. They are
special cases of more
general recursive fixpoint queries,
which compute transitive closures. In
standard SQL:1999 hierarchical...
-
least fixpoint of f is the
least element x such that f(x) = x, or, equivalently, such that f(x) ≤ x; the dual
holds for the
greatest fixpoint, the greatest...
- In
combinatory logic for
computer science, a fixed-point
combinator (or
fixpoint combinator),: p.26 is a higher-order
function (i.e. a
function which takes...
-
locally at each node
until the
whole system stabilizes, i.e., it
reaches a
fixpoint. This
general approach, also
known as Kildall's method, was
developed by...
-
Other fixed-point
theorems Alfred Tarski (1955). "A lattice-theoretical
fixpoint theorem and its applications".
Pacific Journal of Mathematics. 5:2: 285–309...
- and c3 has at
least one
fixpoint a* with c(a*) = a*, and if
axiom c2 is
fulfilled as well
there is
exactly one such
fixpoint. For the
standard negator...
- systems. One of the main
features of
EUMEL is that it is persistent,
using a
fixpoint/restart logic. This
means that if the OS crashes, or the
power fails, a...
- Lκλ. Bosse, Uwe (1993). "An Ehrenfeucht–Fraïssé game for
fixpoint logic and
stratified fixpoint logic". In Börger, Egon (ed.).
Computer Science Logic: 6th...
- Ehrenfeucht–Fraïssé-like
games can also be
defined for
other logics, such as
fixpoint logics and
pebble games for
finite variable logics;
extensions are powerful...
