Asymptotic analysis of single resource loss systems in heavy traffic, with applications to integrated networks
NG Bean, RJ Gibbens, S Zachary - Advances in Applied Probability, 1995 - cambridge.org
NG Bean, RJ Gibbens, S Zachary
Advances in Applied Probability, 1995•cambridge.orgIn this paper we consider the analysis of call blocking at a single resource with differing
capacity requirements as well as differing arrival rates and holding times. We include in our
analysis trunk reservation parameters which provide an important mechanism for tuning the
relative call blockings to desired levels. We base our work on an asymptotic regime where
the resource is in heavy traffic. We further derive, from our asymptotic analysis. methods for
the analysis of finite systems. Empirical results suggest that these methods perform well for a …
capacity requirements as well as differing arrival rates and holding times. We include in our
analysis trunk reservation parameters which provide an important mechanism for tuning the
relative call blockings to desired levels. We base our work on an asymptotic regime where
the resource is in heavy traffic. We further derive, from our asymptotic analysis. methods for
the analysis of finite systems. Empirical results suggest that these methods perform well for a …
In this paper we consider the analysis of call blocking at a single resource with differing capacity requirements as well as differing arrival rates and holding times. We include in our analysis trunk reservation parameters which provide an important mechanism for tuning the relative call blockings to desired levels. We base our work on an asymptotic regime where the resource is in heavy traffic. We further derive, from our asymptotic analysis. methods for the analysis of finite systems. Empirical results suggest that these methods perform well for a wide class of examples.
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