基于马尔可夫逻辑网络的交通要素相关性估计

Dennis Nienhüser, T. Gumpp, Johann Marius Zöllner
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引用次数: 13

摘要

复杂的交通情况,如十字路口,由许多交通参与者、交通要素及其之间的关系组成。参与者的行为受到显性和隐性交通规则的约束。我们感兴趣的是估计一个给定的交通元素——交通标志、交通灯——是否与当前的驾驶情况相关,即影响一系列可能的法律行动。各种各样的属性影响相关性。例如,行车路线会影响交通信号灯,而当前的天气情况会影响辅助标志限制的速度是否有效。我们使用一阶逻辑来建模这种关系,并应用推理来确定静态流量元素的相关性。在马尔可夫逻辑网络的帮助下,对完美信息的需求得到了缓解,一方面调和了艰难的决策规则,另一方面调和了环境感知过程固有的不确定性。对12个十字路口场景的评估显示了交通灯相关性估计的非常有希望的结果:在这种情况下,马尔可夫逻辑网络能够判断是否有足够的信息可用,并可靠地确定相关的交通灯。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relevance estimation of traffic elements using Markov logic networks
Complex traffic situations e.g. at intersections consist of many traffic participants, traffic elements and relations between them. The behavior of participants is constrained by implicit and explicit traffic rules. We are interested in estimating whether a given traffic element — a traffic sign, a traffic light — is relevant in the current driving situation, i.e. affects the set of possible legal actions. A wide variety of properties influences the relevance. The route to take for example affects which traffic lights are relevant and the current weather situation affects whether a speed limit restricted by a supplementary sign is in effect. We use first-order logic to model such relations and apply reasoning to decide upon the relevance of static traffic elements. The need for perfect information is alleviated with the help of Markov logic networks, reconciling hard decision rules on the one hand and uncertainty intrinsic to the environment perception process on the other hand. The evaluation of twelve intersection scenes shows very promising results for the relevance estimation of traffic lights: Markov logic networks are able to judge whether enough information is available and determine the relevant traffic lights reliably in such cases.
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