-
which lifts a
value into the
monadic context, and bind : <A,B>(m_a : M(A), f : A -> M(B)) -> M(B)
which chains monadic com****tions. In
simpler terms...
- Look up
monadic in Wiktionary, the free dictionary.
Monadic may
refer to:
Monadic, a
relation or
function having an
arity of one in logic, mathematics...
- In
mathematical logic,
monadic second-order
logic (MSO) is the
fragment of second-order
logic where the second-order
quantification is
limited to quantification...
- In
abstract algebra, a
monadic Boolean algebra is an
algebraic structure A with
signature ⟨·, +, ', 0, 1, ∃⟩ of type ⟨2,2,1,0,0,1⟩,
where ⟨A, ·, +, '...
- In logic, the
monadic predicate calculus (also
called monadic first-order logic) is the
fragment of first-order
logic in
which all
relation symbols[clarification...
- by non-textual symbols. Most
symbols denote functions or operators. A
monadic function takes as its
argument the
result of
evaluating everything to its...
- {\displaystyle G\colon D\to C} is said to be
monadic if it has a left
adjoint F {\displaystyle F}
forming a
monadic adjunction. For example, the free–forgetful...
- In mathematics, a
unary operation is an
operation with only one operand, i.e. a
single input. This is in
contrast to
binary operations,
which use two operands...
-
category theory, a
branch of mathematics, Beck's
monadicity theorem gives a
criterion that
characterises monadic functors,
introduced by
Jonathan Mock Beck (2003)...
- This also
reflects the
relationship between the
monadic logic of
quantification (for
which monadic Boolean algebras provide an
algebraic description)...
