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Parameterized analysis and crossing minimization problems
M Zehavi - Computer Science Review, 2022 - Elsevier
In this survey/introductory article, we first present the basics of the field of Parameterized
Complexity, made accessible to readers without background on the subject. Afterwards, we …
Complexity, made accessible to readers without background on the subject. Afterwards, we …
Defining a patient-centred core outcome domain set for the assessment of hearing rehabilitation with clients and professionals
Background A variety of outcome domains are currently measured for the assessment of
hearing rehabilitation. To date, there is no consensus about which outcome domains should …
hearing rehabilitation. To date, there is no consensus about which outcome domains should …
[HTML][HTML] Stable assignment with couples: Parameterized complexity and local search
We study the Hospitals/Residents with Couples problem, a variant of the classical Stable
Marriage problem. This is the extension of the Hospitals/Residents problem where residents …
Marriage problem. This is the extension of the Hospitals/Residents problem where residents …
Untangling tanglegrams: Comparing trees by their drawings
A tanglegram is a pair of trees on the same set of leaves with matching leaves in the two
trees joined by an edge. Tanglegrams are widely used in biology—to compare evolutionary …
trees joined by an edge. Tanglegrams are widely used in biology—to compare evolutionary …
[PDF][PDF] Crossing numbers of graphs: A bibliography
I Vrt'o - Available electronically at ftp://ifi. savba. sk/pub/imrich …, 2008 - Citeseer
62] Turan, P., A note of welcome, J. Graph Theory 1 (1977) 7-9. 63] Dambitis, J., An
algorithm for superimposing a nonplanar graph onto the plane with nearly minimal number …
algorithm for superimposing a nonplanar graph onto the plane with nearly minimal number …
A Map of Diverse Synthetic Stable Matching Instances
Abstract Focusing on Stable Roommates (SR), we contribute to the toolbox for conducting
experiments for stable matching problems. We introduce the polynomial-time computable …
experiments for stable matching problems. We introduce the polynomial-time computable …
Median of an odd number of permutations
Given m permutations π1, π2... πm of {1, 2,..., n} and a distance function d, the median
problem is to find a permutation π∗ that is the" closest" of the m given permutations. Here …
problem is to find a permutation π∗ that is the" closest" of the m given permutations. Here …
[HTML][HTML] Space reduction constraints for the median of permutations problem
Given a set A⊆ S n of m permutations of {1, 2,…, n} and a distance function d, the median
problem consists of finding a permutation π∗ that is the “closest” of the m given …
problem consists of finding a permutation π∗ that is the “closest” of the m given …
Connecting the dots (with minimum crossings)
We study a prototype Crossing Minimization problem, defined as follows. Let F be an infinite
family of (possibly vertex-labeled) graphs. Then, given a set P of (possibly labeled) n points …
family of (possibly vertex-labeled) graphs. Then, given a set P of (possibly labeled) n points …
Ranking and drawing in subexponential time
In this paper we obtain parameterized subexponential-time algorithms for p-Kemeny
Aggregation (p-KAGG)—a problem in social choice theory—and for p-One-Sided Crossing …
Aggregation (p-KAGG)—a problem in social choice theory—and for p-One-Sided Crossing …