Douglass S. Kalika, David W. Giles, et al.
Journal of Rheology
We derive exact asymptotic results for a stochastic queueing model in which tasks are executed according to a continuous-valued priority. The distribution P(τ) of the waiting times τ of executed tasks for this model is shown to behave asymptotically as a power law, P(τ)∼ τ-3 2, when the average rates of task arrival λ and execution μ satisfy μ≤λ (as was earlier noted empirically). For μ>λ, P(τ)∼ τ-5 2 exp[-(μ-λ) 2 τ]. © 2008 The American Physical Society.
Douglass S. Kalika, David W. Giles, et al.
Journal of Rheology
B.A. Hutchins, T.N. Rhodin, et al.
Surface Science
T.N. Morgan
Semiconductor Science and Technology
L.K. Wang, A. Acovic, et al.
MRS Spring Meeting 1993