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Theory of X-Machines (X-Machines.Com) | index | xmachines.net Reviews
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Theory of X-Machines
Theory of X-Machines (X-Machines.Com) | Bibliography
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History of X-Machine Theory. When is a function X-computable? 1970 1971 1972 1973 1974. 1975 1976 1977 1978 1979. 1980 1981 1982 1983 1984 1985 1986. 2006 2007 2008 2009. If you know of other publications related to X-machines, please contact us. With the details. Thank you! Kefalas, P., Holcombe, M., Eleftherakis G. and M. Gheorghe. 2005) "Formal development of reactive agent-based systems", in: Mehdi Khosrow-Pour, ed., Encyclopedia of Information Science and Technology. Istanbul, December 2004. 2004) "...
Theory of X-Machines (X-Machines.Com) | Physical Analogy of X-Machines
http://www.xmachines.net/physicaldescription.php
Physical Analogy of X-Machines. History of X-Machine Theory. When is a function X-computable? Physical Analogy of X-Machines. In physical terms, an X-machine is simply a device or system for constructing, destroying or manipulating entities of type X. So, for example, a word processor is an electronic-document. Machine, and a calculator is a number. Through the machine are the paths, that start at a designated start. State, traverse zero or more consecutive arrows, and end at a designated stop. FSM) None...
Theory of X-Machines (X-Machines.Com) | X-Computability
http://www.xmachines.net/computability.php
History of X-Machine Theory. When is a function X-computable? Historically the question what does computability mean in terms of X-machines. Has foundered on the observation that, given any. Set-theoretic relation, f. We can construct a datatype X and a simple one-arrow X-machine that seems, intuitively at least, to 'compute' that relation. Given this situation, it appears that every. We are accustomed in theoretical computer science to such statements as the square-root function, sqrt, is computable.
Theory of X-Machines (X-Machines.Com) | Monoids and X-Machines
http://www.xmachines.net/monoids.php
History of X-Machine Theory. When is a function X-computable? A key feature of X-machine theory is the number of natural constructions that give rise to monoid homomorphisms. Far from being a mathematical curiosity this is an exciting development, for in general, monoids play an important role in the study of real concurrency, and the close relationship between X-machines and monoids therefore points to a currently unexploited role for X-machines in the study of concurrent semantics. In S : (s. In S : (s.
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Blog de xmachinedu67lolx - Blog de xmachinedu67lolx - Skyrock.com
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Theory of X-Machines (X-Machines.Com) | index
History of X-Machine Theory. When is a function X-computable? Were introduced in 1974 by Samuel Eilenberg. A prominent American mathematician, computer scientist and art collector, but were largely ignored until 1986, when Mike Holcombe. In 1986, Mike Stannett. And has been applied to hardware systems by Salim Vanak. Not all of the Sheffield programs have dealt with testing, however. Alex Bell. Recent years have seen the emergence of other European centres of X-Machine Theory. Important practical wor...
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