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ATM网络技术展望
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作者 刘志坚 《水利电力科技》 1996年第2期54-58,共5页
ATM 异步网络10年前就开始设计,欧洲研制人员主要用于从视听方面来解决问题,美国人则不同,他们针对数据传输来着手这种项目,出现了带帧转播,并已开始针对局部网络解决ATM 问题。ATM 网络是作为一种基于同步光纤网络技术的广域网的国际... ATM 异步网络10年前就开始设计,欧洲研制人员主要用于从视听方面来解决问题,美国人则不同,他们针对数据传输来着手这种项目,出现了带帧转播,并已开始针对局部网络解决ATM 问题。ATM 网络是作为一种基于同步光纤网络技术的广域网的国际标准而产生发展的,它有广泛的应用范围。 展开更多
关键词 信息高速公路 atm异步网络 异步传输
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MODELING OF THE PRIORITY SCHEDULING INPUT-LINE GROUP OUTPUT WITH MULTI-CHANNEL IN ATM EXCHANGE SYSTEM
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作者 Lu Zhaoyi Lv Lei Lu Mai 《Journal of Electronics(China)》 2006年第3期404-409,共6页
In this paper, an extended Kendall model for the priority scheduling input-line group output with multi-channel in Asynchronous Transfer Mode (ATM) exchange system is proposed and then the mean method is used to mod... In this paper, an extended Kendall model for the priority scheduling input-line group output with multi-channel in Asynchronous Transfer Mode (ATM) exchange system is proposed and then the mean method is used to model mathematically the non-typical non-anticipative PRiority service (PR) model. Compared with the typical and non-anticipative PR model, it expresses the characteristics of the priority scheduling input-line group output with multi-channel in ATM exchange system. The simulation experiment shows that this model can improve the HOL block and the performance of input-queued ATM switch network dramatically. This model has a better developing prospect in ATM exchange system. 展开更多
关键词 Asynchronous Transfer Mode atm network PRIORITY Modeling research
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THE TRANSITION PROBABILITY MATRIX OF A MARKOV CHAIN MODEL IN AN ATM NETWORK 被引量:2
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作者 YUEDequan ZHANGHuachen TUFengsheng 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2003年第4期506-512,共7页
In this paper we consider a Markov chain model in an ATM network, which has been studied by Dag and Stavrakakis. On the basis of the iterative formulas obtained by Dag and Stavrakakis, we obtain the explicit analytica... In this paper we consider a Markov chain model in an ATM network, which has been studied by Dag and Stavrakakis. On the basis of the iterative formulas obtained by Dag and Stavrakakis, we obtain the explicit analytical expression of the transition probability matrix. It is very simple to calculate the transition probabilities of the Markov chain by these expressions. In addition, we obtain some results about the structure of the transition probability matrix, which are helpful in numerical calculation and theoretical analysis. 展开更多
关键词 markov chain transition probability MATRIX atm network.
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