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Dynamic reconfiguration in multihop WDM networks
 JOURNAL OF HIGH SPEED NETWORKS
, 1995
"... The advent of fast tunable optical transceivers makes it feasible to dynamically update the connectivity of multihop WDM networks to accommodate traffic demands that vary over time. Of major concern in such design is how the connectivity should react to changes in traffic patterns. We formulate the ..."
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Cited by 27 (5 self)
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The advent of fast tunable optical transceivers makes it feasible to dynamically update the connectivity of multihop WDM networks to accommodate traffic demands that vary over time. Of major concern in such design is how the connectivity should react to changes in traffic patterns. We formulate the problem as a Markovian Decision Process, and we develop heuristics to obtain good reconfiguration policies and manage the state and decision space explosion.
Reliability Issues In Telecommunications Network Planning
 Telecommunications network planning, chapter 9
, 1999
"... Telecommunications network planning is concerned with the design and maintenance of large networks at reasonable cost, to deliver high capacity and speed. Loosely interpreted, "reliability" is a key requirement. In this paper, reliability and performability are discussed in this context. A ..."
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Cited by 11 (0 self)
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Telecommunications network planning is concerned with the design and maintenance of large networks at reasonable cost, to deliver high capacity and speed. Loosely interpreted, "reliability" is a key requirement. In this paper, reliability and performability are discussed in this context. A brief review of current tools is given, and some thoughts about future research are outlined. 1 TELECOMMUNICATIONS NETWORKS Given a set of geographically distributed sites, information about the traffic between them, and information about the means by which they can be connected (links), the network design problem is to select some of the candidate connections. The goals in this selection typically include keeping the cost within a specified budget and providing sufficient connections to support the traffic offered at a specified capacity, speed, or throughput. Of course, the wide variety of traffic types and patterns, and of means of connection, results in a significant range of network design prob...
Combining Network Reductions and Simulation to Estimate Network Reliability
"... Network reduction techniques are mainly used with exact approaches such as factoring to compute network reliability. However, exact computation of network reliability is feasible only for small sized networks. Simulation is an alternative approach to estimate network reliability. This paper discuses ..."
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Network reduction techniques are mainly used with exact approaches such as factoring to compute network reliability. However, exact computation of network reliability is feasible only for small sized networks. Simulation is an alternative approach to estimate network reliability. This paper discuses the effect of using network reductions before estimating network reliability using a simulation. Theoretical and empirical results are provided to understand the source of variance reduction in simulation due to network reductions. 1
Submitted to the IEEE Transactions on Reliability Circular Layout Cutsets: an Approach for Improving the Consecutive Cutsets Bound for Network Reliability
"... In this paper we introduce a new type of parametrized class of cutsets for the 2terminal network reliability problem, called the circular layout (CL) cutsets with parameter k, and devise a polynomial time algorithm for computing upper bounds from such structures. The CL cutsets and the devised boun ..."
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In this paper we introduce a new type of parametrized class of cutsets for the 2terminal network reliability problem, called the circular layout (CL) cutsets with parameter k, and devise a polynomial time algorithm for computing upper bounds from such structures. The CL cutsets and the devised bounding method are characterized by the following aspects. 1. CL cutsets include the well known class of consecutive minimal cutsets, introduced by Shanthikumar, as a proper subset. Thus, bounds obtained by our main algorithm yield strict improvements on the basic consecutive cutsets algorithm. We note that extensive empirical studies done to date have shown that the consecutive cutsets method, when empowered by heuristics for choosing suitable cutsets, yields competitive bounds. 2. CL cutsets satisfy the semilattice structure required by Shier’s algorithm for computing upper bounds in time polynomial in the number of cuts in a given cutset. Thus, CL cutsets define a new class of efficiently constructible cutsets of polynomial size that benefit from such generalized algorithm. 3. For any fixed value of the parameter k, the devised bounding method can be adapted to satisfy stringent constanttime update constraints required by the most probable state algorithm of Colbourn and Harms for obtaining iteratively improvable bounds without adding significant time overhead to the method. Moreover, the devised bounding algorithm is easy to implement, and the obtained numerical results show more than 32 % improvement over bounds obtained by the basic consecutive cutsets algorithm. Index Terms – 2terminal network reliability, consecutive cuts, dynamic programming 2 Tables of Acronyms and Notation (sorted by order of appearance) Acronyms sindepedent (s, t)−cut cutsets RWA CLC statistically independent a set of edges whose failure disconnects s from t a set of (s, t)cuts
Approximating the Performance of Stochastic Distribution Systems
"... A problem encountered in the analysis of telecommunication and other distribution systems is evaluating the performance of the system in meeting user demands with available resources. We consider the case in which user demands and available resources are only known stochastically, and connecting lin ..."
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A problem encountered in the analysis of telecommunication and other distribution systems is evaluating the performance of the system in meeting user demands with available resources. We consider the case in which user demands and available resources are only known stochastically, and connecting links can operate at various levels. This situation can be modeled as a stochastic network flow problem, in which each edge of the network assumes a finite number of values (corresponding to different capacity levels) with known probabilities. Each state of the network corresponds to a specification of supplies, demands, and link capacities in the given system. For any such state we are interested in whether overall demand can be met using the present supply of resources. If not, we are interested in the maximum demand that can be met using the best allocation of resources. The approach used here to estimate the probability of unmet demand, as well as the average unmet demand, involves generating only high leverage states of the systemstates having high probability and/or high values of unmet demand. A new method is proposed for generating such states in monotone order, either by probability or unmet demand. Various bounds on performance measures for the system are investigated. 2 1.