Topology
Topology For other senses of this word, see topology (disambiguation). Topology (Greek topos, place and logos, study) is ... the most important growth area within mathematics. Topology also refers to a particular mathematical object ... in this area. In this sense, a topology is a family of open sets ...
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Topology   (translated from Italian)
Topology topology or study of the places (from the ... continuities, logon or compactness find in the topology their better formalizzazione. The topology is based essentially on the concepts of ... spazio topologico and omeomorfismo. With the term topology the collection is indicated also of ...
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Topology   (translated from Portuguese)
Topology Concept extensively based in continuity mathematics. In mathematics, the Topology is the area where if they study ... disposal of elements. In computer science, net topology is the form through which it is ... as we they are made use. The topology of a net describes as it is ... information, and also as the devices are connected it. The existing tipologias are several, ...
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Topology glossary
Topology glossary This is a glossary of some ... in the branch of mathematics known as topology. Although there is no absolute distinction between different areas of topology, the focus here is on general topology. The following definitions are also fundamental to algebraic topology, differential topology and geometric topology. See ...
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Connection (topology)   (translated from German)
Connection (topology) In the mathematical Topologie there are different ... means coherent, if it under that induced topology is coherent. A maximum coherent subset of ... of $\backslash mathbb\; R$ induced) discrete topology. At all each quantity with the discrete topology is total unzusammenhaengend. To way-be connected A topological area $X$ ...
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Network topology
Network topology For other senses of the word "topology", see topology (disambiguation). A network topology is the pattern of links connecting pairs ... way communication on a single wire. Network topology is determined only by the configuration ...
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Connected space
Connected space Connected and disconnected subspaces of R². The space A at top is connected; the shaded space B at bottom is not. In topology and related branches of mathematics, a connected space is a topological space which ...
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Topology glossary   (translated from German)
Topology glossary This is a glossary of some ... From the point of view of the topology out are X and Y directly. The ... open quantities is an underbasis of a topology, if each open quantity is a combination ... open quantities is a basis of a topology, if each open quantity is a combination ... if it possesses a countable basis as topology. Secondarycount-cash areas are always separabel, ...
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Product topology
Product topology In topology and related areas of mathematics, a product ... of topological spaces equipped with a natural topology called the product topology. Definition Let I be a (possibly infinite ... i : X → X i . The product topology on X is defined to be ...
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Topology (network)   (translated from German)
Topology (network) Those Topology designated with one Computernetz the structure of ... themselves around a common data exchange. The topology of a net is crucial for its ... Bypasses). In addition the knowledge of the topology of a net is useful for the ... It is differentiated between physical and logical topology. The physical topology describes the structure ...
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