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稳健且高效的贝叶斯自适应心理测量函数估计

Robust and efficient Bayesian adaptive psychometric function estimation.

作者信息

Doire Clement S J, Brookes Mike, Naylor Patrick A

机构信息

Department of Electrical and Electronic Engineering, Imperial College London, London, SW7 2AZ, United Kingdom.

出版信息

J Acoust Soc Am. 2017 Apr;141(4):2501. doi: 10.1121/1.4979580.

Abstract

The efficient measurement of the threshold and slope of the psychometric function (PF) is an important objective in psychoacoustics. This paper proposes a procedure that combines a Bayesian estimate of the PF with either a look one-ahead or a look two-ahead method of selecting the next stimulus presentation. The procedure differs from previously proposed algorithms in two respects: (i) it does not require the range of possible PF parameters to be specified in advance and (ii) the sequence of probe signal-to-noise ratios optimizes the threshold and slope estimates at a performance level, ϕ, that can be chosen by the experimenter. Simulation results show that the proposed procedure is robust and that the estimates of both threshold and slope have a consistently low bias. Over a wide range of listener PF parameters, the root-mean-square errors after 50 trials were ∼1.2 dB in threshold and 0.14 in log-slope. It was found that the performance differences between the look one-ahead and look two-ahead methods were negligible and that an entropy-based criterion for selecting the next stimulus was preferred to a variance-based criterion.

摘要

心理测量函数(PF)阈值和斜率的有效测量是心理声学中的一个重要目标。本文提出了一种将PF的贝叶斯估计与前瞻一步或前瞻两步选择下一个刺激呈现的方法相结合的程序。该程序在两个方面与先前提出的算法不同:(i)它不需要预先指定PF参数的可能范围;(ii)探测信噪比序列在实验者可以选择的性能水平ϕ下优化阈值和斜率估计。仿真结果表明,所提出的程序具有鲁棒性,阈值和斜率估计都具有一致的低偏差。在广泛的听者PF参数范围内,50次试验后的均方根误差在阈值方面约为(1.2)dB,在对数斜率方面约为(0.14)。结果发现,前瞻一步和前瞻两步方法之间的性能差异可以忽略不计,并且基于熵的选择下一个刺激的标准比基于方差的标准更可取。

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