a topological space in which each point has a neighborhood that is compact.
noun, Mathematics. 1. a topological space in which each point has a neighborhood that is homeomorphic to an open set in a Euclidean space of specified dimension.
noun, Mathematics. 1. a collection of sets in a topological space in which each point of the space has a neighborhood that intersects a finite number of sets of the collection.
- Local mail transfer protocol
messaging, protocol (LMTP) A protocol designed as an alternative to ESMTP for cases where the mail receiver does not manage a queue. LMTP is an application level protocol that runs on top of TCP/IP. It was initially defined in RFC 2033, and uses (with a few changes) the syntax and semantics of ESMTP. It should […]
noun, Mathematics. 1. (def 4a). [mak-suh-muh m] /ˈmæk sə məm/ noun, plural maximums, maxima [mak-suh-muh] /ˈmæk sə mə/ (Show IPA) 1. the greatest quantity or amount possible, assignable, allowable, etc. 2. the highest amount, value, or degree attained or recorded. 3. an upper limit allowed or allowable by law or regulation. 4. Mathematics. adjective 5. […]