Manoel A. Rodrigues

Erasure node: performance improvements for the IEEE 802.6 MAN

Proposes and analyzes a method for increasing the efficiency of a slotted multiaccess data communications network. The unique aspect of this method is that high efficiency can be achieved without much increase in latency or complexity at stations. The necessary hooks for its implementation have been incorporated into the distributed queue dual bus (DQDB) protocol, which is being standardized by the IEEE 802.6 Committee for metropolitan area networks (MANs). The proposed method, originally presented as a contribution for the MAN standards, allows slots to be reused once they reach their destination while retaining the inherent low-latency implementation and simple OR write physical interface for stations in the original scheme. The results of tests of network throughput increase as a function of traffic locality and of the number and location of erasure nodes are discussed.<<ETX>>

Analysis of a rate-based control strategy with delayed feedback

In this paper we analyze a class of delayed feedback schemes that achieves the dual goal of keeping buffers small and utilizations high, despite propagation delays and regardless of network rates. We analyze delayed feedback schemes as a system of delay-differential equations, in which we model the queue-length process and the rate at which a source transmits data as fluids. We assume that a stream of acknowledgements carries information about the state of a bottleneck queue back to the source, which adapts its transmission rate according to any monotone function of that state. We show stability for this class of schemes, in that their rate of transmission and queue length rapidly converge to a small neighborhood of the designed operating point. We identify the appropriate scaling of the models parameters for the system to perform optimally.

Analysis of a rate-based feedback control strategy for long haul data transport

Abstract Digital communication has become fast enough so that the speed of light has become a bottleneck. For example, the round trip transcontinental [USA] delay through a fiber link is approximately 0.04 s; at 150 Megabit/s, a source needs to transmit approximately 8,000,000 bits during one round trip time to utilize the bandwidth fully. As the service rates of queues get large, the time scales of congestion in those queues decrease relative to the round trip time, making the dual goals of keeping buffers small and utilizations high even more difficult to achieve. In this paper we analyze a class of delayed feedback schemes that achieve these goals despite propagation delays and regardless of network rates. We analyze the delayed feedback schemes as a system of delay-differential equations, in which we model the queue-length process and the rate at which a source transmits data as fluids. We assume that a stream of acknowledgements carries information about the state of a bottleneck queue back to the source, which adapts its transmission rate according to any monotone function of that state. We show stability for this class of schemes, in that their rate of transmission and queue length rapidly converge to a small neighborhood of the designed operating point. We identify the appropriate scaling of the models parameters, as a function of network speed, for the system to perform optimally: with a deterministic service rate of μ at the bottleneck queue, the steady state utilization of the queue is 100− O (μ − 1 2 )% and steady state delay is O (μ − 1 2 ) . We also describe the transient of behavior of the system as another source suddenly starts competing for the bandwidth resources at the bottleneck queue. This work directly applies to the adaptive control of Frame Relay and ATM networks, both of which provide feedback to users on congestion.

Asymptotic analysis of adaptive rate control for diverse sources with delayed feedback

This paper analyzes the effectiveness of a class of adaptive algorithms for rate control in a data network with the following two elements: many sources with diverse characteristics (e.g., nonadaptive and adaptive sources with different feedback delays, different constraints on transmission rates) and a switch, based on ATM or cell-relay technology, with finite buffers. Several adaptive sources compete among themselves as well as with other nonadaptive sources for bandwidth at a single queue. We first model random fluctuations in the queue-length process due to the nonadaptive sources as Brownian motion, and we show, for a large class of adaptive strategies, how the amount of bandwidth wasted because of idleness and the amount of offered traffic lost because of overflowing buffers scale with the speed of the network. We then model the arrival process of nonadaptive traffic more realistically as a general stochastic fluid with bounded, positive rates. For a class of adaptive strategies with linear adaptation functions, we prove that the results obtained from the Brownian model of randomness extend to cover the more realistic model. This occurs because the adaptive sources induce heavy-traffic conditions (corresponding to the power-maximizing regime of Mitra (1990)) by accurately estimating and using the residual bandwidth not occupied by the nonadaptive traffic. Our analysis gives new insight about how performance measures scale with the variability of the nonadaptive traffic. We illustrate through simulations that queue fluctuations behave as predicted. >

A heavy-traffic comparison of shared and segregated buffer schemes for queues with the head-of-line processing-sharing discipline

As network speeds increase and the data traffic becomes more diverse, the need arises for service disciplines that offer fair treatment to diverse applications, while efficiently using resources at high speeds. Disciplines that approximate round-robin or processor-sharing service per channel are well suited for data networks because, over a wide range of time scales, they allocate bandwidth fairly among channels without needing to distinguish between different types of applications. This study is among the few to address head-of-line processor sharing. In most previous models of processor-sharing disciplines, the system immediately serves any arriving message at a rate depending only on the number of messages in the system regardless of how these messages are distributed among the channels. This model is commonly called pure processor sharing. In our model, the server completes the work from a given channel at a rate depending on the number of other channels with work in the system. That is, the service rate depends on how messages are distributed among the channels, and only indirectly on the total number of messages in the system. In this paper, we contrast the buffer requirements of shared and non-shared buffer schemes, when both types of schemes provide head-of-the-line processor-sharing service among channels. We formulate the problem as a system of functions representing the cumulative input and cumulative lost (potential) output to parts of the queueing system and model the vector of input functions as a multi-dimensional Brownian motion. The resulting heavy-traffic approximations predict much larger benefits from sharing buffers than those predicted by pure processor sharing.

Performance analysis of a LAN/WAN bridging architecture

A performance analysis of a virtual-circuit-based wide-area network (WAN) that performs local-area-network (LAN) bridging is presented. This type of WAN is suitable for LAN bridging because the conversion of functions between the LAN protocol and the WAN protocol can be simplified by assigning a virtual circuit to each bridge-to-bridge (edge-to-edge) connection. With this architecture, routing is performed efficiently and network resources are used on demand. Analytical approximations of bridge throughput packet delay and packet-loss rates are provided as a function of network and protocol parameters.<<ETX>>

An adaptive framework for dynamic access to bandwith at high speeds

Emerging technologies for high-speed data network provide users with explicit feedback about congestion. Users, however, have questioned whether feedback can help in avoiding congestion in wide-area networks that operate at speeds of multiple megabits- or gigabits-per-second. In this paper we analyze a class of adaptive schemes with delayed feedback, where adaptive sources interact with each other as well as with non-adaptive sources through a single queue. We model the network as a stochastic, delay-differential equation and the rate at which an adaptive source transmits data as a fluid. Our model accounts for different levels of traffic burstiness introduced by the non-adaptive sources and for distinct propagation delays for different adaptive sources. We show how the performance of the system scales with increasing network speeds for quite general fluctuations in the bandwidth available to the adaptive sources. Simulation results show the accuracy of the models predictions as a function of key parameters. This paper should raise the expectations of users about the potential effectiveness of responding to congestion notification.