Abstract
A multiprocessor system can be considered as a collection of finite automata which communicate over channels or shared memory units. The behaviour of such a system can be described by a semilanguage. This approach allows to define a numerical measure for the concurrency of multiprocessor systems and of distributed systems. This measure is characterized algebraically and the reconfiguration problem asking for an algorithm to construct an l-processor system which is equivalent to a given n-processor system is solved in the paper. 6 references.
Citation Formats
Starke, P H.
Multiprocessor systems and their concurrency.
Germany: N. p.,
1984.
Web.
Starke, P H.
Multiprocessor systems and their concurrency.
Germany.
Starke, P H.
1984.
"Multiprocessor systems and their concurrency."
Germany.
@misc{etde_5084553,
title = {Multiprocessor systems and their concurrency}
author = {Starke, P H}
abstractNote = {A multiprocessor system can be considered as a collection of finite automata which communicate over channels or shared memory units. The behaviour of such a system can be described by a semilanguage. This approach allows to define a numerical measure for the concurrency of multiprocessor systems and of distributed systems. This measure is characterized algebraically and the reconfiguration problem asking for an algorithm to construct an l-processor system which is equivalent to a given n-processor system is solved in the paper. 6 references.}
journal = []
volume = {4}
journal type = {AC}
place = {Germany}
year = {1984}
month = {Jan}
}
title = {Multiprocessor systems and their concurrency}
author = {Starke, P H}
abstractNote = {A multiprocessor system can be considered as a collection of finite automata which communicate over channels or shared memory units. The behaviour of such a system can be described by a semilanguage. This approach allows to define a numerical measure for the concurrency of multiprocessor systems and of distributed systems. This measure is characterized algebraically and the reconfiguration problem asking for an algorithm to construct an l-processor system which is equivalent to a given n-processor system is solved in the paper. 6 references.}
journal = []
volume = {4}
journal type = {AC}
place = {Germany}
year = {1984}
month = {Jan}
}