-
Broadly speaking,
modularity is the
degree to
which a system's
components may be
separated and recombined,
often with the
benefit of
flexibility and variety...
- In mathematics,
modular arithmetic is a
system of
arithmetic for integers,
where numbers "wrap around" when
reaching a
certain value,
called the modulus...
- name
comes from the
classical name
modular group of this group, as in
modular form theory. In
string theory,
modular invariance is an
additional requirement...
- The
modularity theorem (formerly
called the Taniyama–Shimura conjecture, Taniyama–Shimura–Weil
conjecture or
modularity conjecture for
elliptic curves)...
- A
modular connector is a type of
electrical connector for
cords and
cables of
electronic devices and appliances, such as in
computer networking, telecommunication...
- In
number theory and
algebraic geometry, a
modular curve Y(Γ) is a
Riemann surface, or the
corresponding algebraic curve,
constructed as a
quotient of...
-
Modularity is a
measure of the
structure of
networks or
graphs which measures the
strength of
division of a
network into
modules (also
called groups, clusters...
- A
modular building is a
prefabricated building that
consists of
repeated sections called modules.
Modularity involves constructing sections away from the...
- In mathematics, a
modular equation is an
algebraic equation satisfied by moduli, in the
sense of
moduli problems. That is,
given a
number of functions...
- In mathematics, the
modular group is the
projective special linear group PSL ( 2 , Z ) {\textstyle \operatorname {PSL} (2,\mathbb {Z} )} of 2 × 2 matrices...
