bornological group

- group, ∞-group
- group object, group object in an (∞,1)-category
- abelian group, spectrum
- group action, ∞-action
- representation, ∞-representation
- progroup
- homogeneous space

**analysis** (differential/integral calculus, functional analysis, topology)

metric space, normed vector space

open ball, open subset, neighbourhood

convergence, limit of a sequence

compactness, sequential compactness

continuous metric space valued function on compact metric space is uniformly continuous

…

…

A group compatibly equipped with a bornology.

Discussion that bornological abelian groups form a quasi-abelian category is in

- Federico Bambozzi, section 1 of
*On a generalization of affinoid varieties*(arXiv:1401.5702)

Last revised on July 8, 2014 at 20:55:52. See the history of this page for a list of all contributions to it.