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・ Geophaps
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・ Geophis
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・ Geometric modeling kernel
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Geometric networks
・ Geometric phase
・ Geometric phase analysis
・ Geometric Poisson distribution
・ Geometric primitive
・ Geometric probability
・ Geometric programming
・ Geometric progression
・ Geometric quantization
・ Geometric quotient
・ Geometric separator
・ Geometric series
・ Geometric shape
・ Geometric Shapes
・ Geometric Shapes Extended


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Geometric networks : ウィキペディア英語版
Geometric networks
A geometric network is an object commonly used in geographic information systems to model a series of interconnected features. A geometric network is similar to a graph in mathematics and computer science, and can be described and analyzed using theories and concepts similar to graph theory. Geometric networks are often used to model road networks and public utility networks (such as electric, gas, and water utilities).
==Composition of a Geometric Network==

A geometric network is composed of edges that are connected. Connectivity rules for the network specify which edges are connected and at what points they are connected, commonly referred to as junction or intersection points. These edges can have weights or flow direction assigned to them, which dictate certain properties of these edges that affect analysis results
. In the case of certain types of networks, source points (points where flow originates) and sink points (points where flow terminates) may also exist. In the case of utility networks, a source point may correlate with an electric substation or a water pumping station, and a sink point may correlate with a service connection at a residential household.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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