Results 121 to 130 of about 32,353 (214)
Abstract A deep understanding of flow regulation in river bifurcations is critical for downstream river management and flood control. The deltaic river network frequently contains the Hâshaped network node, where two main channels are linked together via a connecting channel, combining both bifurcation and confluence. However, flow structures and their
Zhaohui Deng +4 more
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Eulerian disjoint paths problem in grid graphs is NP-complete
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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AbstractAn antidirected path [3] in a digraph is a path with consecutive edges directed either both towards or both away from their common vertex. An aneulerian digraph is a digraph that contains a closed antidirected path passing through each edge once.
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Eulerian circuits and path decompositions in quartic planar graphs
34 pages.
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Wave run-up and stress imposed on a permeable coastal bed sample of the Caspian Sea
This research aims to reconsider the wave run-up and eulerian schematic of flow contours and the fluid movement path in the sediment sample gathered from southern Caspian Seashore bed, using experimental method in wave flume.The general characteristics ...
mojtaba zoljoodi
doaj
Information in Strings: Enumeration of Eulerian Paths and Eulerian Components in Markov Sequences
In this paper, we evaluate the number of Eulerian circuits that can be obtained by an arbitrary rotation in a Markovian string, i.e., corresponding to a given Markovian type. Since all rotations do not result in an Eulerian circuit, but several of them, called Eulerian components; we also investigate the number of Eulerian components that result from a
Jacquet, Philippe, Milioris, Dimitrios
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No-idle, no-wait: when shop scheduling meets dominoes, eulerian and hamiltonian paths
In shop scheduling, several applications exist where it is required that some components perform consecutively. We refer to no-idle schedules if machines are required to operate with no inserted idle time and no-wait schedules if tasks cannot wait between the end of an operation and the start of the following one.
Billaut, Jean-Charles +3 more
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Eulerian digraphs and Dyck words, a bijection
The main goal of this work is to establish a bijection between Dyck words and a family of Eulerian digraphs. We do so by providing two algorithms implementing such bijection in both directions.
Codara, Pietro +2 more
core
Eulerian magnitude homology: diagonality, injective words, and regular path homology
minor changes, improved ...
Caputi, Luigi, Menara, Giuliamaria
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Polycycle omega-limit sets of flows on the compact Riemann surfaces and Eulerian path
Let $(S, )$ be a pair of a closed oriented surface and $ $ be a real analytic flow with finitely many singularities. Let $x$ be a point of $S$ with the polycycle $ $-limit set $ (x)$. In this paper we give topological classification of $ (x)$. Our main theorem says that $ (x)$ is diffeomorphic to the boundary of a cactus in the $2$-sphere $S^{2}$.
Choy, Jaeyoo, Chu, Hahng-Yun
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