-
Categorical theory, in
mathematical logic Morley's
categoricity theorem, a
mathematical theorem in
model theory Categorical data
analysis Categorical...
- that, in all the
cases he
could think of, κ-
categoricity at any one
uncountable cardinal implied κ-
categoricity at all
other uncountable cardinals. This...
- The
categorical imperative (German:
kategorischer Imperativ) is the
central philosophical concept in the
deontological moral philosophy of
Immanuel Kant...
- In
probability theory and statistics, a
categorical distribution (also
called a
generalized Bernoulli distribution,
multinoulli distribution) is a discrete...
-
mathematical logic, an omega-
categorical theory is a
theory that has
exactly one
countably infinite model up to isomorphism. Omega-
categoricity is the
special case...
- In
algebraic geometry,
given a
category C, a
categorical quotient of an
object X with
action of a
group G is a
morphism π : X → Y {\displaystyle \pi :X\to...
-
Categorical perception is a
phenomenon of
perception of
distinct categories when
there is
gradual change in a
variable along a continuum. It was originally...
- In statistics, a
categorical variable (also
called qualitative variable) is a
variable that can take on one of a limited, and
usually fixed,
number of...
- The
axiom of
categoricity is a term
coined by J. K.
Chambers in 1995 to
refer to the once-widespread
tenet of
linguistic theory that in
order to properly...
- In mathematics, the term
categorical probability denotes a
collection of category-theoretic
approaches to
probability theory and
related fields such as...
