The fractal brain: scale-invariance in structure and dynamics. [PDF]
Cereb Cortex, 2023 Grosu GF +8 more
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Generalized Fibonacci Cubes Based on Swap and Mismatch Distance.
The hypercube of dimension n is the graph with 2ⁿ vertices associated to all binary words of length n and edges connecting pairs of vertices with Hamming distance equal to 1. Here, an edit distance based on swaps and mismatches is considered and referred to as tilde-distance.
Anselmo M. +5 more
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Research development on fabrication and optical properties of nonlinear photonic crystals. [PDF]
Front Optoelectron, 2020 Li H, Ma B.
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Survey of Procedural Methods for Two-Dimensional Texture Generation. [PDF]
Sensors (Basel), 2020 Dong J +6 more
europepmc +1 more source
Crossing complexity of space-filling curves reveals entanglement of S-phase DNA. [PDF]
PLoS One, 2020 Kinney N +3 more
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Optimizing parameter sensitivity analysis of large-scale microscopy image analysis workflows with multilevel computation reuse. [PDF]
Concurr Comput, 2020 Barreiros W +6 more
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Munarini graphs: a generalization of Fibonacci cubes and Pell graphs. Part I
The Fibonacci cube Γn is the subgraph of the hypercube Qn induced by vertices with no consecutive 1s. Munarini introduced Pell graphs, a variation of Fibonacci cubes defined on ternary strings. A generalization of Pell graphs to (k+1)-ary strings has recently been proposed.
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Jscatter, a program for evaluation and analysis of experimental data. [PDF]
PLoS One, 2019 Biehl R.
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On the limit value of compactness of some graph classes. [PDF]
PLoS One, 2018 Lokot T, Mehler A, Abramov O.
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Uniform distribution of projection data for improved reconstruction quality of 4D EPR imaging. [PDF]
J Magn Reson, 2007 Ahmad R +7 more
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