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首页> 外文期刊>International Journal of Computer Science & Information Technology (IJCSIT) >Green IT in Banking Systems Impacted by Prudential Rules - Erlang Models for Forecasting Computer Performance
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Green IT in Banking Systems Impacted by Prudential Rules - Erlang Models for Forecasting Computer Performance

机译:审慎规则影响银行系统中的绿色IT-预测计算机性能的Erlang模型

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摘要

This paper surveys the contributions and applications of queueing theory in the field of banking datanetworks. We start by highlighting the history of IT and banks and we continue by providing informationregarding the main prudential regulations on the banking area as Basel Accords and green IT regulations,that on one side generate more computing needs and on the other side promote conscientious use of theexisting IT systems.Continuing with a background of the network technologies used in Economics, the focus will be on thequeueing theory, describing and giving an overview of the most important queueing models used ineconomical informatics. While the queueing theory is characterized by its practical, intuitive and subtleattributes, the queueing models are described by a set of 3 factors: an input process, a service process anda physical configuration of the queue or the queueing discipline.The Erlang B and C mathematical definitions of formulas for a specific number of s servers, at the λ arrivalrate, and the τ average service time will be described, used and confirmed by computer simulations ofreal queues usually found in the banking computing systems.The goal is to provide sufficient information to computer performance analysts who are interested in usingthe queueing theory to model a network of banking computer systems using the right simulation modelapplied in real-life scenarios, e.g. overcoming the negative impacts of the European banking regulationswhile moving towards green computing.
机译:本文研究了排队论在银行数据网络领域的贡献和应用。我们首先着重介绍IT和银行的历史,然后继续提供有关银行领域主要审慎性法规(如《巴塞尔协议》和绿色IT法规)的信息,这些信息一方面会产生更多的计算需求,另一方面会促进对现有技术的认真使用。 IT系统。继续以经济学中使用的网络技术为背景,重点将放在排队论上,描述和概述在经济学信息学中使用的最重要的排队模型。排队理论的特点是实用,直观和细微的特性,而排队模型则通过三个因素来描述:输入过程,服务过程以及队列或排队规则的物理配置.Erlang B和C数学将描述,使用λ到达率和τ平均服务时间的特定数量s服务器的公式的定义,并通过通常在银行计算系统中发现的真实队列的计算机模拟来使用和确认。那些对使用排队论感兴趣的计算机性能分析人员感兴趣,这些模型可以使用真实场景中使用的正确模拟模型对银行计算机系统的网络进行建模,例如在迈向绿色计算的同时,克服了欧洲银行业法规的负面影响。

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