(mathematical analysis) A measure whose domain is the Borel σ-algebra of a locally compact Hausdorff space.

(mathematical analysis) A set, in a measurable space, that is expressible as a countable union of sets of finite measure.

(mathematical analysis) (of a set in some k-dimensional Euclidean space) That it is an element of the domain of the Lebesgue measure of the ambient Euclidean space.

(mathematical analysis) A unique complete translation-invariant measure for the σ-algebra which contains all k-cells in a given Euclidean space, and which assigns a measure to each k-cell which is equal to that k-cell's volume (as defined in Euclidean geometry: i.e., the volume of the k-cell equals the product of the lengths of its sides).

Cat eaten as meat. / Meat prepared to be given as food for a cat.

Meat from a dog eaten as food. / Meat prepared to be given to a dog as food. / (slang) An insult intended to assert hyperbolically that another person has value only as a corpse to be fed to a dog.

(mathematics) A mathematical measure on a probability space that can take on values between 0 and 1, with 0 corresponding to the empty set and 1 to the entire space.

Indicates that the speaker does not eat meat.

(idiomatic) Not at all, not in the slightest

A penis.