- In mathematics, a
mathematical object is said to
satisfy a
property locally, if the
property is
satisfied on some limited,
immediate portions of the object...
-
functional analysis and
related areas of mathematics,
locally convex topological vector spaces (LCTVS) or
locally convex spaces are
examples of
topological vector...
- mathematics, a
locally compact group is a
topological group G for
which the
underlying topology is
locally compact and Hausdorff.
Locally compact groups...
-
topology and
related branches of mathematics, a
topological space is
called locally compact if,
roughly speaking, each
small portion of the
space looks like...
-
space Locally finite group Locally finite measure Locally finite operator in
linear algebra Locally finite poset Locally finite space, a topological...
- {\displaystyle E} of a
topological space X {\displaystyle X} is said to be
locally closed if any of the
following equivalent conditions are satisfied: E {\displaystyle...
- The
phrase "Think globally, act
locally" or "Think global, act local" has been used in
various contexts,
including planning, environment, education, mathematics...
-
locally cyclic group is a
group (G, *) in
which every finitely generated subgroup is cyclic.
Every cyclic group is
locally cyclic, and
every locally cyclic...
- OUI.
Addresses can
either be
universally administered addresses (UAA) or
locally administered addresses (LAA). A
universally administered address is uniquely...
-
saturated if
every locally measurable set is also measurable. A set E {\displaystyle E} , not
necessarily measurable, is said to be a
locally measurable set...
