The main problem addressed in this work is how to confine the set of sequential processes of a disjunctive/ conjunctive resource allocation system (D/C-RAS) to a subset of their feasible behaviours while optimizing some performance criterion. A canonical characterization of this problem is provided in the form of a mixed integer programming formulation, for the case that the optimized performance criterion is the maximization of the system throughput. However, an important additional development of this effort is a complete analytical characterization of the performance control problem of D/C-RAS. This characterization is based on an effective integration of recent results on the liveness-enforcing supervision of D/C-RAS with the theory of Markov decision processes, and it concretizes the interaction between the D/C-RAS logical and performance control. Throughout the development of the article, examples are used to highlight the concepts and formulations involved.
%0 Journal Article
%1 citeulike:7232324
%A Choi, Jin Y.
%D 2010
%I Taylor & Francis
%J Engineering Optimization
%K citas, citeulike conjunctive, disjunctive, processes, ras, sequential
%N 2
%P 185--203
%R 10.1080/03052150902998560
%T The thinning problem
%U http://dx.doi.org/10.1080/03052150902998560
%V 42
%X The main problem addressed in this work is how to confine the set of sequential processes of a disjunctive/ conjunctive resource allocation system (D/C-RAS) to a subset of their feasible behaviours while optimizing some performance criterion. A canonical characterization of this problem is provided in the form of a mixed integer programming formulation, for the case that the optimized performance criterion is the maximization of the system throughput. However, an important additional development of this effort is a complete analytical characterization of the performance control problem of D/C-RAS. This characterization is based on an effective integration of recent results on the liveness-enforcing supervision of D/C-RAS with the theory of Markov decision processes, and it concretizes the interaction between the D/C-RAS logical and performance control. Throughout the development of the article, examples are used to highlight the concepts and formulations involved.
@article{citeulike:7232324,
abstract = {{The main problem addressed in this work is how to confine the set of sequential processes of a disjunctive/ conjunctive resource allocation system (D/C-RAS) to a subset of their feasible behaviours while optimizing some performance criterion. A canonical characterization of this problem is provided in the form of a mixed integer programming formulation, for the case that the optimized performance criterion is the maximization of the system throughput. However, an important additional development of this effort is a complete analytical characterization of the performance control problem of D/C-RAS. This characterization is based on an effective integration of recent results on the liveness-enforcing supervision of D/C-RAS with the theory of Markov decision processes, and it concretizes the interaction between the D/C-RAS logical and performance control. Throughout the development of the article, examples are used to highlight the concepts and formulations involved.}},
added-at = {2017-09-08T10:52:59.000+0200},
author = {Choi, Jin Y.},
biburl = {https://www.bibsonomy.org/bibtex/249f3419fbf9bf77e88824aa1bc4a7b33/fernand0},
citeulike-article-id = {7232324},
citeulike-linkout-0 = {http://dx.doi.org/10.1080/03052150902998560},
doi = {10.1080/03052150902998560},
interhash = {9dcbba607cac6a4f3506536855a21b21},
intrahash = {49f3419fbf9bf77e88824aa1bc4a7b33},
journal = {Engineering Optimization},
keywords = {citas, citeulike conjunctive, disjunctive, processes, ras, sequential},
number = 2,
pages = {185--203},
posted-at = {2010-06-01 12:05:05},
priority = {2},
publisher = {Taylor \& Francis},
timestamp = {2017-09-08T10:53:23.000+0200},
title = {{The thinning problem}},
url = {http://dx.doi.org/10.1080/03052150902998560},
volume = 42,
year = 2010
}