Complement

Complement ( lat. complementum = " addition", " complete [ smittel ] " - " meet " complere = " complement " ) stands for the following terms:

Komplementärgut, in economics a particular good
Complement, in medicine, biochemistry and biology, for the entirety of certain proteins
Two's complement, which is used in computer science for the representation of numbers
One's complement, it is the inversion of the bits in a binary number is
Complement ( syntax), a position in the sentence structure defined in the X-Bar Theory

In mathematics, the term is often used:

Complement ( set theory ), in set theory the result of a specific operation
In algebra and logic, the result of a certain operation in a Boolean algebra
Complement ( lattice theory ) concerns generalizations of complements in set theory, logic and Boolean algebra
Complementary space in linear algebra is a subspace
Komplementgraph, in graph theory, a graph specific to a given graph
Schur, in linear algebra, a matrix, which is calculated from the individual blocks of a larger matrix
Ten's to replace subtraction by addition