Time-shared Systems: a theoretical treatment
Journal of the ACM (JACM)
Feedback Queueing Models for Time-Shared Systems
Journal of the ACM (JACM)
Estimates of distributions of random variables for certain computer communications traffic models
Communications of the ACM
Proceedings of the ACM second symposium on Problems in the optimizations of data communications systems
Demultiplexing considerations for statistical multiplexors
Proceedings of the ACM second symposium on Problems in the optimizations of data communications systems
Proceedings of the ACM second symposium on Problems in the optimizations of data communications systems
An extensive bibliography on computer networks
ACM SIGCOMM Computer Communication Review
Computer communication networks: the parts make up the whole
AFIPS '75 Proceedings of the May 19-22, 1975, national computer conference and exposition
Effective use of data communications hardware
AFIPS '74 Proceedings of the May 6-10, 1974, national computer conference and exposition
A performance analytical model for Network-on-Chip with constant service time routers
Proceedings of the 2009 International Conference on Computer-Aided Design
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A study is made of the way in which asynchronous time division multiplexing changes the stochastic nature of the arrival process from a user to the computer and, consequently, affects the performance of a time-shared computer-communications system. It is concluded that while, for certain values of system parameters, there is noticeable improvement in the performance of the computer (model), in the sense that time-shared scheduling delays are reduced, these improvements are offset by the transmission delays imposed by multiplexing so that there may be little or no change in the computer-communications system performance.Analytical and simulation results are based on the model of the computer-communications system being an M/D/1 queue (the multiplexor) in tandem with a single exponential server (the computer). Analytical results include a general description of the output process of an M/D/1 queue and the conditions under which this output process is approximately Poisson.