Modelling of multi-path transmission system of various priority multimodal information

A. Ryndin, E. Pakulova, O. Basov, Gennady Veselov
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Abstract

Today multimodal approach is relevant in any sphere of our digital life. The technologies aim to suggest the best and the most comfortable way for human-human and human-machine interaction. One of the direction to do that is the usage of multimodal interaction. We consider that modalities may be different by priority. It means that some modalities are more significant than others in a particular task. In this paper, we propose the mathematical model of the multi-path transmission system of various priority multimodal information based on queueing theory. We present a multipath multimodal data transmission system as a multi-phase queuing system (QS), consisting of two typical nodes. The first node (QS1) defines the queue of packets of modalities of different priority, the second node (QS2) distributes the packets over available access networks. We build a simulated model on AnyLogic tool. We show that the rate of packets losses is significant depends on the priority level.
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不同优先级多模态信息的多路径传输系统建模
如今,多模式方法与我们数字生活的任何领域都息息相关。这些技术旨在为人类和人机交互提供最佳和最舒适的方式。其中一个方向是使用多模态交互。我们认为,方式可能因优先次序而不同。这意味着在特定任务中,某些模式比其他模式更重要。本文基于排队理论,提出了不同优先级多模态信息的多路径传输系统的数学模型。提出了一种多路径多模式数据传输系统,它是由两个典型节点组成的多阶段排队系统(QS)。第一个节点(QS1)定义不同优先级模式的数据包队列,第二个节点(QS2)在可用的接入网络上分发数据包。在AnyLogic工具上建立仿真模型。我们表明,数据包丢失率是显著依赖于优先级级别。
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