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Interconnection structure is a set of paths that connects different components of a computer. This is being designed based on how would the modules and parts need to communicate or on what will process the data first.
Also called signal topology. Every LAN has a topology, or the way that the devices on a network are arranged and how they communicate with each other. The way that the workstations are connected to the network through the actual cables that transmit data -- the physical structure of the network -- is called the physical topology. The logical topology, in contrast, is the way that the signals act on the network media, or the way that the data passes through the network from one device to the next without regard to the physical interconnection of the devices. Logical topologies are bound to the network protocols that direct how the data moves across a network. The Ethernet protocol is a common logical bus topology protocol. LocalTalk is a common logical bus or star topology protocol. IBM's Token Ring is a common logical ring topology protocol. A network's logical topology is not necessarily the same as its physical topology. For example, twisted pair Ethernet is a logical bus topology in a physical star topology layout. While IBM's Token Ring is a logical ring topology, it is physically set up in a star topology.
The IF function is the main function to do it and you can also use other logical functions, like the AND function, the OR function or the NOT function.
Logical.
Set notation, interval notation, some knowledge about logical statements and mathematical proof. Knowledge on sequences, functions, trignometry, exponential and logrithimic are assets as when you get deeper into Calculus you do have formal definitions for them.
Endre Pap has written: 'Null-additive set functions' -- subject(s): Set functions
The Open Systems Interconnection model (OSI model), which has 7 layers.
Yes. The set of functions is a subset of the set of relations.
Hans Hahn has written: 'Set functions' -- subject(s): Functions, Set functions, Topology 'Theorie der reellen Funktionen' -- subject(s): Functions of real variables 'Reelle Funktionen' -- subject(s): Functions of real variables, Set theory 'Gesammelte Abhandlungen' -- subject(s): Mathematics
algorithm
Sequence