Results 101 to 110 of about 2,436 (140)
Hypergraphic zonotopes and acyclohedra
Abstract We introduce a higher uniformity analogue of graphic zonotopes and permutohedra. Specifically, given a ‐uniform hypergraph , we define its hypergraphic zonotope , and when is the complete ‐uniform hypergraph , we call its hypergraphic zonotope the
Pohoata, Cosmin, Zhu, Daniel G.
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A Hybrid Automata Approach for Monitoring the Patient in the Loop in Artificial Pancreas Systems. [PDF]
Beneyto A, Puig V, Bequette BW, Vehi J.
europepmc +1 more source
Unbounded-Time Safety Verification of Guarded LTI Models with Inputs by Abstract Acceleration. [PDF]
Cattaruzza D +3 more
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Zonoids, Linear Dependence, and Size-Biased Distributions on the Simplex. [PDF]
The zonoid of a d-dimensional random vector is used as a tool for measuring linear dependence among its components. A preorder of linear dependence is defined through inclusion of the zonoids.
Marco Dall’Aglio, Marco Scarsini
core
Flip Distances Between Graph Orientations. [PDF]
Aichholzer O +6 more
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Hyperplanes Based Zonotopic Contractor
This article introduces a novel method for constructing a "zonotopic contractor" based on hyperplane properties. While zonotopes, a special class of polytopes, offer computational advantages due to their symmetric matrix representation, they are not closed under intersection, often necessitating over-approximations that lead to conservatism in ...
Bengamra, Rahma +2 more
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Plabic graphs and zonotopal tilings
We say that two sets $S,T\subset\{1,2,\dots,n\}$ are chord separated if there does not exist a cyclically ordered quadruple $a,b,c,d$ of integers satisfying $a,c\in S-T$ and $b,d\in T-S$. This is a weaker version of Leclerc and Zelevinsky's weak separation.
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Control mechanisms for stochastic biochemical systems via computation of reachable sets. [PDF]
Lakatos E, Stumpf MPH.
europepmc +1 more source
A Verified ODE Solver and the Lorenz Attractor. [PDF]
Immler F.
europepmc +1 more source

