2006
DOI: 10.1134/s1063074006020052
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Changes of the morphometric indices and fractal dimension of the spinal cord neurons during ontogenesis of the cherry salmon Oncorhynchus masou

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Cited by 9 publications
(4 citation statements)
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“…The iterated self-similar morphogenesis of branching epithelial channels in the jellyfish Aurelia aurita gastro-vascular system, the gill tracheal system in the larvae of mayflies Siphlonurus immanis and Parameletus chelifer, and neurons of the central nervous system of the fishes Pholidapus dybowskii, Oncorhynchus keta, and O. masou have been studied [17,18,21,22,123,[131][132][133] (see also Section 6.1). For the quantitative characteristics of the morphology of the groups of spinal cord neurons in the cherry salmon O. masou during early ontogenesis, the fractal dimension and some more traditional morphometric indices were determined from the first to the second year of fish life [133]. The correlation between the fractal dimension and the main morphometric values of the dendritic trees was found in the neurons investigated.…”
Section: Scale Symmetrymentioning
confidence: 99%
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“…The iterated self-similar morphogenesis of branching epithelial channels in the jellyfish Aurelia aurita gastro-vascular system, the gill tracheal system in the larvae of mayflies Siphlonurus immanis and Parameletus chelifer, and neurons of the central nervous system of the fishes Pholidapus dybowskii, Oncorhynchus keta, and O. masou have been studied [17,18,21,22,123,[131][132][133] (see also Section 6.1). For the quantitative characteristics of the morphology of the groups of spinal cord neurons in the cherry salmon O. masou during early ontogenesis, the fractal dimension and some more traditional morphometric indices were determined from the first to the second year of fish life [133]. The correlation between the fractal dimension and the main morphometric values of the dendritic trees was found in the neurons investigated.…”
Section: Scale Symmetrymentioning
confidence: 99%
“…This is only a simplified, superficial view of the branching of vertebrate neurons. A branching system of neuron processes is used for neural signal collection, transmission, processing, and integration [119,133]); however, many aspects of branching morphogenesis in neurons remain poorly understood. The epithelial surface is an interface between the internal medium of an organism and the outside environmental medium (or between two internal compartments), and fractal morphogenesis during metazoan evolution and development increases this interface providing a better adaptation of the organism to the environment as well as a compact packaging of a structure within a small volume, thus providing a certain functional advantage for the organism [18,21,22,119].…”
Section: Scale Symmetrymentioning
confidence: 99%
“…In caudal part of brain some reticulospinal cells, cells of nucleus raphi, nuclei of V, VII, IX and X pairs of cranial nerves, much earlier acquire the features of phenotypic specialization than in the structures of forebrain. Measurements of fractal dimension and some morphometric parameters (total length of branches, number of terminal branches, number of branching points, and cell area) were used for the quantification of morphological patterns of two spinal neuron groups in young Oncorhynchus masou at two ontogenetic stages [26]. During the 1st and 2nd years of life, the neurons of brainstem and spinal cord have enough developed dendrites and axons, which, however, have growth cones, indicating the continued postembryonic period of growth and development of these structures and their further differentiation.…”
Section: Participation Of Classic Neurotransmitters In the Postembryomentioning
confidence: 99%
“…Based on Mandelbrot ( 1982 ) and his concept of fractal geometry, another more secret “revolution in morphometrics” may pick up speed despite the criticism “that a fractal cow is often not much better than a spherical cow ” (Buldyrev, 2012 ). Quite a few studies across (paleo‐) biological disciplines have demonstrated the potential of fractals for morphometrics (Aiello et al, 2007 ; Bruno et al, 2008 ; Isaeva et al, 2006 ; Klinkenbuß et al, 2020 ; Lutz & Boyajian, 1995 ). Kaczor et al ( 2012 ) suggested fractal dimensions as an indicator of roughness in protein structures.…”
Section: Introductionmentioning
confidence: 99%