基于马尔可夫过程熵的游客运动分析

N. Ishii, Kazuya Odagiri, Hidekazu Iwamoto, Satoshi Takahashi, K. Iwata, T. Matsuo
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引用次数: 0

摘要

为了了解游客的旅游观光决策,开展了游客运动研究。了解游客的兴趣和寻路决策会影响游客的路线和设施,因为规划者和酒店设施将利用他们的信息来规划他们的接待和每项服务计划。为了建立旅游运动的模型,需要对旅游运动进行有效的数学描述,以便对其进行系统的分析。本文运用信息理论,建立了旅游活动的马尔可夫过程模型。然后,利用条件熵有效地估计了运动的马尔可夫过程的阶数,并提出了马尔可夫过程的洗牌运算来验证马尔可夫过程的条件熵。在此基础上建立的随机模拟模型可用于验证马尔可夫过程对游客运动行为阶数的估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Tourists Movement Analysis Based on Entropies of Markov Process
Tourist movement studies have been carried out for understanding tourists decisions for visiting and sightseeing. Knowing tourist interests and wayfinding decision-making affect tourists routes and facilities since the planners and hotel facilities will do planning their hospitality and every service plans using their information. To make the model of the tourist movements, an effective mathematical description will be expected for their systematic analysis. In this paper, Markov process model of the tourist movements are newly developed using information theory. Then, it is shown that the order of Markov process of the movements is estimated using conditional entropies, efficiently and the shuffling operation of Markov process is newly proposed to verify conditional entropies of the Markov process. The stochastic simulation model based on the analysis is useful for the verification of the Markov process with the estimated order of the behavior of tourists movement.
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