Jan 30, 2008 · This paper studies the stability of the set containment problem. Given two non-empty sets in the Euclidean space which are the solution sets ...
The stability problem of the set containment problem is dealt with as a particular case of the maintaining of the relative position of the images of two ...
Nov 11, 2017 · The answer you are looking for is simply "transitivity", formally as given as ∀a,∀b,∀c:(a∗b)∧(b∗c)→(a∗c) where a,b,c are sets,
Missing: stable | Show results with:stable
On the stable containment of two sets. Goberna, M.A.; Vera De Serio, V.N.. Revista: Journal of Global Optimization. ISSN: 0925-5001, 1573-2916.
Sep 5, 2021 · There are two notions of being “inside” a set. A thing may be an element of a set, or may be contained as a subset. Distinguishing these two ...
Missing: stable | Show results with:stable
On the stable containment of two sets · M. GobernaV. V. D. Serio. Mathematics. J. Glob. Optim. 2008. TLDR. The stability problem of the set containment problem ...
This paper studies the stability of the set containment problem. Given two non empty sets in the Euclidean space which are the solution sets of two systems ...
The “set containment” symbol ⊆ ⊆ goes between two sets and so whatever it corresponds to in logic should be something that can appropriately be inserted ...
Missing: stable | Show results with:stable
It is well known that the containment problem (as well as the equivalence problem) for semilinear sets is $\log$-complete in $\Pi_2^p$.
Jun 1, 2012 · You do cases on whether x ∈ A or x ∈ B. • A ∩ B is the set of all elements that are in both A and B. That is: ∀x.
Missing: stable | Show results with:stable