In linear algebra and related areas of mathematics a balanced set, circled set or disk in a vector space (over a field K {\displaystyle \mathbb {K} }...

convex, and convex balanced if any of the following equivalent conditions is satisfied: S {\displaystyle S} is a convex and balanced set. for any scalars...

the balanced hull and the balanced core always exist and are unique). A set T {\displaystyle T} is balanced if and only if it is equal to its balanced hull...

characteristics that define a balanced scorecard are: its focus on the strategic agenda of the organization/coalition concerned; a focused set of measurements to...

checking if an undirected or directed graph is Eulerian because the balanced set condition concerns every possible subset of vertices. Eulerian matroid...

of a perfect matching is |V| ⁄2. Given a set V of vertices, a collection E of subsets of V is called balanced if the hypergraph (V,E) admits a perfect...

bounded, balanced, convex) sets has that same property. But the sum of two closed sets need not be closed. The convex hull of a balanced (resp. open) set is...

a topos is said to be nicer. The following categories are balanced Set, the category of sets. An abelian category. The category of (Hausdorff) compact...

set – Convex and balanced set Absorbing set – Set that can be "inflated" to reach any point Art gallery problem – Mathematical problem Balanced set –...

Balanced ternary is a ternary numeral system (i.e. base 3 with three digits) that uses a balanced signed-digit representation of the integers in which...