Spatial Layouts

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Learn about different types of spatial layout.

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21 Terms

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node link diagrams

characterise the topology of the network

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node link diagrams why 1

show direct and indirect connections between nodes

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node link diagrams why 2

finding all possible paths from one node to another

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node link diagrams why 3

finding all adjacent nodes to a target node

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node link diagrams why 4

finding central nodes that connect two sub-networks

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node link diagrams why 5

identifying nodes that are not well connected

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node link diagram design consideration 1

make good use of space

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node link diagram design consideration 2

links determine proximity

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node link diagram design consideration 3

avoid overlaps of nodes and edge crossings

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node link diagram scale limitations

visual and computational complexity

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adjacency matrix diagram

nodes are laid out along vertical and horizontal edges of a square region. links are indicated by colouring the cell at the intersection.

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adjacency matrix diagram why 1

finding clusters - order of keys matters!

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adjacency matrix diagram why 2

identifying symmetries

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two types of adjacency matrix

undirected network (show half the matrix), directed network (show the full matrix)

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hierarchical node link diagram why

clear identification of hierarchical levels showing parent child relationships

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hierarchical node link diagram design considerations

general layout - readability of labels, space, emphasis of particular nodes

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triangular horizontal layout

avoids overlap between nodes and edges and gives larger sub-trees more space

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radial node-link diagram

can be more compact, but less implication of order and makes reading of text labels more difficult

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indentation layout

clear identification of hierarchical levels and facilitates scanning of labels. more compact

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dendrogram

all leaf nodes are aligned, easier identification

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how can we add quantitative attributes to node link diagrams?

circle size to represent frequency or importance of nodes, line width to represent frequency or importance of edges