The Experts below are selected from a list of 4758 Experts worldwide ranked by ideXlab platform
Adam Domanski - One of the best experts on this subject based on the ideXlab platform.
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CN - AQM Mechanism with the Dropping Packet Function Based on the Answer of Several \(PI^{\alpha }\) Controllers
Computer Networks, 2019Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Dariusz Marek, Jakub SzygułaAbstract:In this paper the performance of AQM mechanism based on three \(PI^{\alpha }\) controllers and the impact of traffic self-similarity on network utilization are investigated with the use of discrete event simulation modelling. The queue is divided into several thresholds. Each segment of the queue is controlled by a different \(PI^{\alpha }\) mechanism. We analyze in tests the length of the queue and the number of rejected Packets. The results obtained by the proposed approach are compared to the results obtained for AQM mechanism based on single \(PI^{\alpha }\) controller.
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the aqm Dropping Packet probability function based on non integer order pi alpha d beta controller
Conference on Non-integer Order Calculus and Its Applications, 2017Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Jakub SzygulaAbstract:In this paper we present the probability function based on PID controller with non-integer integral and derivative orders. We present how to change the probability of Packet Dropping during continuous increase in buffer occupancy. The shape of the probability function strictly depends on the parameters selection.
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The choice of optimal 3-rd order polynomial Packet Dropping function for NLRED in the presence of self-similar traffic
Bulletin of the Polish Academy of Sciences: Technical Sciences, 2012Co-Authors: Joanna Domanska, Dariusz R Augustyn, Adam DomanskiAbstract:Abstract Algorithms of queue management in IP routers determine which Packet should be deleted when necessary. The article investigates the influence of the self-similarity on the optimal Packet rejection probability function in a special case of NLRED queues. This paper describes another approach to the non-linear Packet Dropping function. We propose to use the solutions based on the polynomials with degree equals to 3. The process of obtaining the optimal Dropping Packets function has been presented. Our researches were carried out using the Discrete Event Simulator OMNET++. The AQM model was early verified using the discrete-time Markov chain. The obtained results show that the traffic characteristic has the great impact on the network node behavior, but self-similarity of network traffic has no influence on the choosing of the optimal Dropping Packet function.
Joanna Domanska - One of the best experts on this subject based on the ideXlab platform.
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CN - AQM Mechanism with the Dropping Packet Function Based on the Answer of Several \(PI^{\alpha }\) Controllers
Computer Networks, 2019Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Dariusz Marek, Jakub SzygułaAbstract:In this paper the performance of AQM mechanism based on three \(PI^{\alpha }\) controllers and the impact of traffic self-similarity on network utilization are investigated with the use of discrete event simulation modelling. The queue is divided into several thresholds. Each segment of the queue is controlled by a different \(PI^{\alpha }\) mechanism. We analyze in tests the length of the queue and the number of rejected Packets. The results obtained by the proposed approach are compared to the results obtained for AQM mechanism based on single \(PI^{\alpha }\) controller.
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the aqm Dropping Packet probability function based on non integer order pi alpha d beta controller
Conference on Non-integer Order Calculus and Its Applications, 2017Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Jakub SzygulaAbstract:In this paper we present the probability function based on PID controller with non-integer integral and derivative orders. We present how to change the probability of Packet Dropping during continuous increase in buffer occupancy. The shape of the probability function strictly depends on the parameters selection.
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The choice of optimal 3-rd order polynomial Packet Dropping function for NLRED in the presence of self-similar traffic
Bulletin of the Polish Academy of Sciences: Technical Sciences, 2012Co-Authors: Joanna Domanska, Dariusz R Augustyn, Adam DomanskiAbstract:Abstract Algorithms of queue management in IP routers determine which Packet should be deleted when necessary. The article investigates the influence of the self-similarity on the optimal Packet rejection probability function in a special case of NLRED queues. This paper describes another approach to the non-linear Packet Dropping function. We propose to use the solutions based on the polynomials with degree equals to 3. The process of obtaining the optimal Dropping Packets function has been presented. Our researches were carried out using the Discrete Event Simulator OMNET++. The AQM model was early verified using the discrete-time Markov chain. The obtained results show that the traffic characteristic has the great impact on the network node behavior, but self-similarity of network traffic has no influence on the choosing of the optimal Dropping Packet function.
Jerzy Klamka - One of the best experts on this subject based on the ideXlab platform.
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CN - AQM Mechanism with the Dropping Packet Function Based on the Answer of Several \(PI^{\alpha }\) Controllers
Computer Networks, 2019Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Dariusz Marek, Jakub SzygułaAbstract:In this paper the performance of AQM mechanism based on three \(PI^{\alpha }\) controllers and the impact of traffic self-similarity on network utilization are investigated with the use of discrete event simulation modelling. The queue is divided into several thresholds. Each segment of the queue is controlled by a different \(PI^{\alpha }\) mechanism. We analyze in tests the length of the queue and the number of rejected Packets. The results obtained by the proposed approach are compared to the results obtained for AQM mechanism based on single \(PI^{\alpha }\) controller.
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the aqm Dropping Packet probability function based on non integer order pi alpha d beta controller
Conference on Non-integer Order Calculus and Its Applications, 2017Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Jakub SzygulaAbstract:In this paper we present the probability function based on PID controller with non-integer integral and derivative orders. We present how to change the probability of Packet Dropping during continuous increase in buffer occupancy. The shape of the probability function strictly depends on the parameters selection.
Tadeusz Czachorski - One of the best experts on this subject based on the ideXlab platform.
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CN - AQM Mechanism with the Dropping Packet Function Based on the Answer of Several \(PI^{\alpha }\) Controllers
Computer Networks, 2019Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Dariusz Marek, Jakub SzygułaAbstract:In this paper the performance of AQM mechanism based on three \(PI^{\alpha }\) controllers and the impact of traffic self-similarity on network utilization are investigated with the use of discrete event simulation modelling. The queue is divided into several thresholds. Each segment of the queue is controlled by a different \(PI^{\alpha }\) mechanism. We analyze in tests the length of the queue and the number of rejected Packets. The results obtained by the proposed approach are compared to the results obtained for AQM mechanism based on single \(PI^{\alpha }\) controller.
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the aqm Dropping Packet probability function based on non integer order pi alpha d beta controller
Conference on Non-integer Order Calculus and Its Applications, 2017Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Jakub SzygulaAbstract:In this paper we present the probability function based on PID controller with non-integer integral and derivative orders. We present how to change the probability of Packet Dropping during continuous increase in buffer occupancy. The shape of the probability function strictly depends on the parameters selection.
Jakub Szyguła - One of the best experts on this subject based on the ideXlab platform.
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CN - AQM Mechanism with the Dropping Packet Function Based on the Answer of Several \(PI^{\alpha }\) Controllers
Computer Networks, 2019Co-Authors: Adam Domanski, Joanna Domanska, Tadeusz Czachorski, Jerzy Klamka, Dariusz Marek, Jakub SzygułaAbstract:In this paper the performance of AQM mechanism based on three \(PI^{\alpha }\) controllers and the impact of traffic self-similarity on network utilization are investigated with the use of discrete event simulation modelling. The queue is divided into several thresholds. Each segment of the queue is controlled by a different \(PI^{\alpha }\) mechanism. We analyze in tests the length of the queue and the number of rejected Packets. The results obtained by the proposed approach are compared to the results obtained for AQM mechanism based on single \(PI^{\alpha }\) controller.
