Results 11 to 20 of about 515 (134)
We introduce alternate Lucas cubes, a new family of graphs designed as an alternative for the well known Lucas cubes. These interconnection networks are subgraphs of Fibonacci cubes and have a useful fundamental decomposition similar to the one for Fibonacci cubes.
Ömer Egecioglu +2 more
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Euler numbers and diametral paths in Fibonacci cubes, Lucas cubes and alternate Lucas cubes
The diameter of a graph is the maximum distance between pairs of vertices in the graph. A pair of vertices whose distance is equal to its diameter is called diametrically opposite vertices. The collection of shortest paths between diametrically opposite vertices is referred as diametral paths.
Ömer Egecioglu +2 more
openaire +4 more sources
The structure of $k$-Lucas cubes
Fibonacci cubes and Lucas cubes have been studied as alternatives for the classical hypercube topology for interconnection networks. These families of graphs have interesting graph theoretic and enumerative properties. Among the many generalization of Fibonacci cubes are $k$-Fibonacci cubes, which have the same number of vertices as Fibonacci cubes ...
Ömer EĞECİOĞLU +2 more
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The parameters of Fibonacci and Lucas cubes
Motivated by the conjectures from Castro, et al. in 2011, in this paper we use integer programming formulations for computing the domination number, the 2-packing number and the independent domination number of Fibonacci cubes and Lucas cubes for n ≤ 13 .
Aleksandar Ilic, Marko Milosevic
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The observability of the Fibonacci and the Lucas cubes
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
DEDO', ERNESTO +2 more
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Let f be is a binary string and d?1. Then the generalized Lucas cube Qd(f?)is introduced as the graph obtained from the Qd by removing all vertices that have a circulation containing f as a substring. The question for which f and d, the generalized Lucas cube Qd(f?) is an isometric subgraph of the d-cube Qd is solved for all binary strings ...
Aleksandar Ilic +2 more
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We provide a historic overview of microscopic soil structure characterization from its founding father, Walter Kubiëna, to several technical revolutions like automation, digitalization, and artificial intelligence. In addition to technical advancements, we explore how concepts and research questions have evolved in time.
Steffen Schlüter +3 more
wiley +1 more source
Synchrotron‐Based Deep Learning Network of the Inner Ear: Development and Expert Validation
A deep learning network to automatically segment the inner ear from preoperative clinical scans was developed using synchrotron‐radiation phase contrast imaging (SR‐PCI). On an unseen test set, the network significantly outperformed seven expert otologists/radiologists, the mean expert segmentation, and a simultaneous truth and performance level ...
Ashley Micuda +11 more
wiley +1 more source
Advancing the Volumetric Analysis of Ultra‐Low‐Field Brain MRI Using Image‐to‐Image Translation
ABSTRACT Purpose Ultra‐low‐field (ULF) MRI offers a promising path to accessible neuroimaging, with potential to address global healthcare disparities and advance population‐level brain health research. However, the inherently low signal‐to‐noise ratio (SNR), reduced spatial resolution, and altered tissue contrasts relative to conventional high‐field ...
Peter Hsu +3 more
wiley +1 more source
From Design to Implementation: NursingUP® Board Game for Positive Nursing Practice Environments
ABSTRACT Positive nursing practice environments are fundamental to patient safety, care quality, and nurses’ well‐being. However, few structured and evidence‐based interventions have been developed to actively strengthen these environments and foster collaboration among nursing teams.
Soraia Cristina de Abreu Pereira +2 more
wiley +1 more source

