Time-Shared Computer Operations With Both Interarrival and Service Times Exponential
Journal of the ACM (JACM)
Time-shared Systems: a theoretical treatment
Journal of the ACM (JACM)
Priority Disciplines in a Loop System
Journal of the ACM (JACM)
Waiting Lines and Times in a System with Polling
Journal of the ACM (JACM)
A Hierarchical Modeling System for computer networks
Proceedings of the Computer Network Performance Symposium
Design considerations of statistical multiplexors
Proceedings of the first ACM symposium on Problems in the optimization of data communications systems
Traffic considerations in switched data networks
DATACOMM '73 Proceedings of the third ACM symposium on Data communications and Data networks: Analysis and design
DATACOMM '73 Proceedings of the third ACM symposium on Data communications and Data networks: Analysis and design
Traffic and delay in a circular data network
Proceedings of the ACM second symposium on Problems in the optimizations of data communications systems
Performance analysis of future shared storage systems
IBM Journal of Research and Development
Performance optimization of deployed software-as-a-service applications
Journal of Systems and Software
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A study of multiaccess computer communications has characterized the distributions underlying an elementary model of the user-computer interactive process. The model used is elementary in the sense that many of the random variables that generally are of interest in computer communications studies can be decomposed into the elements of this model. Data were examined from four operational multiaccess systems, and the model is shown to be robust; that is, each of the variables of the model has the same distribution independent of which of the four systems is being examined. It is shown that the gamma distribution can be used to describe each of the continuous variables of the model, and that the geometric distribution can be used to describe the discrete variables. Approximations to the gamma distribution by the exponential distribution are discussed for the systems studied.