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voronoi matlab function  (MathWorks Inc)


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    MathWorks Inc voronoi matlab function
    Voronoi Matlab Function, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/product/matlab+function+voronoi/pm40649552-325-23-24
    Average 90 stars, based on 1 article reviews
    voronoi matlab function - by Bioz Stars, 2026-09
    90/100 stars

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    Related Articles

    other:

    Article Title: Implementation of PEC boundary condition for Laguerre-RPIM meshless method with novel uniform nodal distribution
    Article Snippet: Correspondence Tao Yan Duan, National Key Laboratory on Electromagnetic Environmental Effects and Electro-optical Engineering, PLA UST, Nanjing 210007, China.. Email:dcmchdyt@126.com Abstract The implementation of perfect electric conductor (PEC) boundary condition for meshless radial point interpolation method (RPIM) with the weighted decaying Laguerre polynomial (WLP) is investigated.. A novel uniform nodal placement is proposed and the number of H-nodes reduces to about a half of that for the conventional scheme.

    Article Title: Avian Cone Photoreceptors Tile the Retina as Five Independent, Self-Organizing Mosaics
    Article Snippet: Voronoi tessellations of photoreceptor distributions were created with a custom script using a Matlab function called ‘Voronoi’.

    Article Title: Skin-resident immune cells actively coordinate their distribution with epidermal cells during homeostasis.
    Article Snippet: The Voronoi tessellation used to determine nuclei neighbour relationships was performed using Matlab function voronoi.

    Article Title: Holey Substrate-Directed Strain Patterning in Bilayer MoS2
    Article Snippet: The MATLAB function voronoi was used to generate the simulated Voronoi diagram, which shows tessellation behavior near the center of the image.

    Article Title: Tissue-scale coordination of cellular behavior promotes epidermal wound repair in live mice
    Article Snippet: The Voronoï tessellation used to determine nuclei neighbor relationships was done using Matlab function “voronoi”.

    Article Title: A tale of two distributions: from few to many vortices in quasi-two-dimensional Bose–Einstein condensates
    Article Snippet: We then computed the Voronoi tessellation of the plane using the Matlab function voronoi ( b ).



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    Nearest neighbor (NN) analysis for oligodendrocytes in P20 and P60 tissue sections. a For each cell, a region is plotted (tiles in the background), where all points of the region are closer to that cell than to any other <t>(Voronoi</t> tessellation). Each cell is a node in the graph and the edges connect the neighboring cells (Delaunay triangulation). A zoom-in is shown for the WM region. The main scale bar is 500 μm, and the zoom-in scale bar is 250 μm. b Heatmaps of the nearest neighbor likelihood (significant neighboring preferences highlighted by red boxes) and barplot of average distances to most prevalent NN for P20 CTX (top) and CC (bottom) ( n = 6 P20 tissue sections). c Same as ( b) for P60 CTX and CC ( n = 6 P60 tissue sections). d Same as ( a) for the spinal cord. The main scale bar is 100 μm, and the zoom-in scale bar is 50 μm. e Same as ( b) for spinal cord P20 GM and WM ( n = 6 P20 tissue sections). f Same as ( e) for spinal cord P60 GM and WM ( n = 6 P60 tissue sections)
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    Nearest neighbor (NN) analysis for oligodendrocytes in P20 and P60 tissue sections. a For each cell, a region is plotted (tiles in the background), where all points of the region are closer to that cell than to any other <t>(Voronoi</t> tessellation). Each cell is a node in the graph and the edges connect the neighboring cells (Delaunay triangulation). A zoom-in is shown for the WM region. The main scale bar is 500 μm, and the zoom-in scale bar is 250 μm. b Heatmaps of the nearest neighbor likelihood (significant neighboring preferences highlighted by red boxes) and barplot of average distances to most prevalent NN for P20 CTX (top) and CC (bottom) ( n = 6 P20 tissue sections). c Same as ( b) for P60 CTX and CC ( n = 6 P60 tissue sections). d Same as ( a) for the spinal cord. The main scale bar is 100 μm, and the zoom-in scale bar is 50 μm. e Same as ( b) for spinal cord P20 GM and WM ( n = 6 P20 tissue sections). f Same as ( e) for spinal cord P60 GM and WM ( n = 6 P60 tissue sections)
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    Nearest neighbor (NN) analysis for oligodendrocytes in P20 and P60 tissue sections. a For each cell, a region is plotted (tiles in the background), where all points of the region are closer to that cell than to any other (Voronoi tessellation). Each cell is a node in the graph and the edges connect the neighboring cells (Delaunay triangulation). A zoom-in is shown for the WM region. The main scale bar is 500 μm, and the zoom-in scale bar is 250 μm. b Heatmaps of the nearest neighbor likelihood (significant neighboring preferences highlighted by red boxes) and barplot of average distances to most prevalent NN for P20 CTX (top) and CC (bottom) ( n = 6 P20 tissue sections). c Same as ( b) for P60 CTX and CC ( n = 6 P60 tissue sections). d Same as ( a) for the spinal cord. The main scale bar is 100 μm, and the zoom-in scale bar is 50 μm. e Same as ( b) for spinal cord P20 GM and WM ( n = 6 P20 tissue sections). f Same as ( e) for spinal cord P60 GM and WM ( n = 6 P60 tissue sections)

    Journal: BMC Biology

    Article Title: Spatial and temporal heterogeneity in the lineage progression of fine oligodendrocyte subtypes

    doi: 10.1186/s12915-022-01325-z

    Figure Lengend Snippet: Nearest neighbor (NN) analysis for oligodendrocytes in P20 and P60 tissue sections. a For each cell, a region is plotted (tiles in the background), where all points of the region are closer to that cell than to any other (Voronoi tessellation). Each cell is a node in the graph and the edges connect the neighboring cells (Delaunay triangulation). A zoom-in is shown for the WM region. The main scale bar is 500 μm, and the zoom-in scale bar is 250 μm. b Heatmaps of the nearest neighbor likelihood (significant neighboring preferences highlighted by red boxes) and barplot of average distances to most prevalent NN for P20 CTX (top) and CC (bottom) ( n = 6 P20 tissue sections). c Same as ( b) for P60 CTX and CC ( n = 6 P60 tissue sections). d Same as ( a) for the spinal cord. The main scale bar is 100 μm, and the zoom-in scale bar is 50 μm. e Same as ( b) for spinal cord P20 GM and WM ( n = 6 P20 tissue sections). f Same as ( e) for spinal cord P60 GM and WM ( n = 6 P60 tissue sections)

    Article Snippet: Nearest neighbor analysis was performed by first partitioning the cell maps into regions using the MATLAB function voronoi.

    Techniques: