论文标题

工程神经自动乘客计数器

Engineering the Neural Automatic Passenger Counter

论文作者

Jahn, Nico, Siebert, Michael

论文摘要

自1970年代引入以来,已经采用了各种机器学习和人工智能方法来实现各种机器学习和人工智能方法的自动乘客计数(APC)。虽然等效测试比差异检测(学生的t检验)越来越流行,但前者更难通过以确保低用户风险。另一方面,人工智能的最新发展导致算法有望更高的计数质量(较低的偏见)。但是,基于梯度的方法(包括深度学习)具有一个限制:它们通常遇到本地Optima。在这项工作中,我们探索和利用机器学习的各个方面,以提高可靠性,性能和计算质量。我们使用几个基本参数进行网格搜索:训练集的选择和大小,类似于交叉验证,以及在训练过程中的初始网络权重和随机性。使用此实验,我们展示了集合技术(例如集合分位数)如何减少偏差,并了解结果的整体传播。我们利用了测试成功机会,这是基于经验分布的模拟度量。我们还采用了训练后的蒙特卡洛量化方法,并引入了累积求和,以将计数转化为固定方法并允许无限的计数。

Automatic passenger counting (APC) in public transportation has been approached with various machine learning and artificial intelligence methods since its introduction in the 1970s. While equivalence testing is becoming more popular than difference detection (Student's t-test), the former is much more difficult to pass to ensure low user risk. On the other hand, recent developments in artificial intelligence have led to algorithms that promise much higher counting quality (lower bias). However, gradient-based methods (including Deep Learning) have one limitation: they typically run into local optima. In this work, we explore and exploit various aspects of machine learning to increase reliability, performance, and counting quality. We perform a grid search with several fundamental parameters: the selection and size of the training set, which is similar to cross-validation, and the initial network weights and randomness during the training process. Using this experiment, we show how aggregation techniques such as ensemble quantiles can reduce bias, and we give an idea of the overall spread of the results. We utilize the test success chance, a simulative metric based on the empirical distribution. We also employ a post-training Monte Carlo quantization approach and introduce cumulative summation to turn counting into a stationary method and allow unbounded counts.

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