- 2. A
recursive definition using set
theory is that a
binary tree is a
tuple (L, S, R),
where L and R are
binary trees or the
empty set and S is a singleton...
-
opposition originated in
Saussurean structuralist theory.
According to
Ferdinand de Saussure, the
binary opposition is the
means by
which the
units of language...
- the
binary logarithm is lb (the
notation preferred by ISO 80000-2). Historically, the
first application of
binary logarithms was in
music theory, by Leonhard...
-
theory; the "is
orthogonal to"
relation in
linear algebra. A
function may be
defined as a
binary relation that
meets additional constraints.
Binary relations...
-
system used is
often "0" and "1" from the
binary number system. The
binary code ****igns a
pattern of
binary digits, also
known as bits, to each character...
- a
binary operation or
dyadic operation is a rule for
combining two
elements (called operands) to
produce another element. More formally, a
binary operation...
- In
computer science,
binary search, also
known as half-interval search,
logarithmic search, or
binary chop, is a
search algorithm that
finds the position...
- to
which a
certain binary operation fails to be commutative.
There are
different definitions used in
group theory and ring
theory. The
commutator of two...
- A
binary number is a
number expressed in the base-2
numeral system or
binary numeral system, a
method for
representing numbers that uses only two symbols...
-
critical theory Binary system (astronomy), a
system of two
celestial bodies on a
mutual orbit Binary asteroid Binary star
Contact binary Contact binary (asteroid)...
