upper bound

[[concept]]

Upper Bound

An upper bound of a set $D \subset E$ is an element $e \in E$ such that $d ⪯ e$ for all $d \in D$ .

File	Last Modified
chain	2025-06-09
every vector space has a hamel basis	2025-07-01
Functional Analysis Lecture 4	2025-06-05
Functional Analysis Lecture 5	2025-07-01
maximal element	2025-06-09
partial order	2025-06-09
Zorn's lemma	2025-06-10

References