(topology, differential topology) An n-dimensional vector space that represents the set of all vectors tangent to given n-dimensional differentiable manifold M at point x.

(Tyneside, slang) Newcastle Brown Ale

(mathematics) Function spaces defined using a natural generalization of the p-norm for finite-dimensional vector spaces.

(mathematics) The space, denoted by ℬ or ℬ, of holomorphic functions f defined on the open unit disc D in the complex plane, such that the function (1-|z|²)|f^′(z)| is bounded.

(mathematics) A space T(S) assigned to a (real) topological (or differential) surface S: it parameterizes complex structures on S up to the action of homeomorphisms that are isotopic to the identity homeomorphism.

(topology) A topological space of which every join-irreducible closed subset is the closure of exactly one point of the space.

(topology) A two-point Alexandrov-discrete space.

A small space or indentation at the base of a cabinet.

(anatomy) A crescent-shaped anatomic space encompassed by the lower edge of the left lung, the anterior border of the spleen, the left costal margin and the inferior margin of the left lobe of the liver.

To stare in an absent-minded or unfocused way.