Network
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A Network is a Directed Graph where Information flows Network Nodes to Network Nodes along Graph Edges over Time.
- AKA: Information Network.
- Example(s):
- Protein-Protein Interaction can be modelled as a network.
- A Social Network.
- a Communication Network, such the Internet.
- See: Network Analysis.
References
- (WordNet, 2009) ⇒ http://wordnetweb.princeton.edu/perl/webwn?s=network
- S: (n) network, web (an interconnected system of things or people) "he owned a network of shops"; "retirement meant dropping out of a whole network of people who had been part of my life"; "tangled in a web of cloth"
- S: (n) network ((broadcasting) a communication system consisting of a group of broadcasting stations that all transmit the same programs) "the networks compete to broadcast important sports events"
- S: (n) net, network, mesh, meshing, meshwork (an open fabric of string or rope or wire woven together at regular intervals)
- S: (n) network (a system of intersecting lines or channels) "a railroad network"; "a network of canals"
- S: (n) network, electronic network ((electronics) a system of interconnected electronic components or circuits)
- S: (v) network (communicate with and within a group) "You have to network if you want to get a good job"
- http://en.wikipedia.org/wiki/Network_%28mathematics%29
- In graph theory, a network is a digraph with weighted edges. These networks have become an especially useful concept in analysing the interaction between biology and mathematics. Using networks of all types; various applications based on the creativity of the mathematician along with their environment can be evaluated in all sorts of manners. Some may visualize networks in various contexts to feel the network which the nodes belong; creating an environment for the nodes to belong is essential to the mathematical evaluation and furthermore the mathemation belonging to the environment, just as the networks nodes.
- Use of many space models to create the complexity of the environment is useful when analysing networks. Some examples could be linear, Cartesian, three dimensional, n-dimensional, along with models of expanding and contracting environments, furthermore with the growth or decay of the beings in the network, allow for the various types of situations to be modelled to the specifications of the problem.