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精神病中动态信念更新模型——不同计算方法综述

Models of Dynamic Belief Updating in Psychosis-A Review Across Different Computational Approaches.

作者信息

Katthagen Teresa, Fromm Sophie, Wieland Lara, Schlagenhauf Florian

机构信息

Department of Psychiatry and Neurosciences, CCM, Charité - Universitätsmedizin Berlin, Corporate Member of Freie Universität Berlin, Humboldt-Universität zu Berlin and Berlin Institute of Health, Berlin, Germany.

Einstein Center for Neurosciences, Charité - Universitätsmedizin Berlin, Corporate Member of Freie Universität Berlin, Humboldt-Universität zu Berlin and Berlin Institute of Health, Berlin, Germany.

出版信息

Front Psychiatry. 2022 Apr 12;13:814111. doi: 10.3389/fpsyt.2022.814111. eCollection 2022.

DOI:10.3389/fpsyt.2022.814111
PMID:35492702
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC9039658/
Abstract

To understand the dysfunctional mechanisms underlying maladaptive reasoning of psychosis, computational models of decision making have widely been applied over the past decade. Thereby, a particular focus has been on the degree to which beliefs are updated based on new evidence, expressed by the learning rate in computational models. Higher order beliefs about the stability of the environment can determine the attribution of meaningfulness to events that deviate from existing beliefs by interpreting these either as noise or as true systematic changes (volatility). Both, the inappropriate downplaying of important changes as noise (belief update too low) as well as the overly flexible adaptation to random events (belief update too high) were theoretically and empirically linked to symptoms of psychosis. Whereas models with fixed learning rates fail to adjust learning in reaction to dynamic changes, increasingly complex learning models have been adopted in samples with clinical and subclinical psychosis lately. These ranged from advanced reinforcement learning models, over fully Bayesian belief updating models to approximations of fully Bayesian models with hierarchical learning or change point detection algorithms. It remains difficult to draw comparisons across findings of learning alterations in psychosis modeled by different approaches e.g., the Hierarchical Gaussian Filter and change point detection. Therefore, this review aims to summarize and compare computational definitions and findings of dynamic belief updating without perceptual ambiguity in (sub)clinical psychosis across these different mathematical approaches. There was strong heterogeneity in tasks and samples. Overall, individuals with schizophrenia and delusion-proneness showed lower behavioral performance linked to failed differentiation between uninformative noise and environmental change. This was indicated by increased belief updating and an overestimation of volatility, which was associated with cognitive deficits. Correlational evidence for computational mechanisms and positive symptoms is still sparse and might diverge from the group finding of instable beliefs. Based on the reviewed studies, we highlight some aspects to be considered to advance the field with regard to task design, modeling approach, and inclusion of participants across the psychosis spectrum. Taken together, our review shows that computational psychiatry offers powerful tools to advance our mechanistic insights into the cognitive anatomy of psychotic experiences.

摘要

为了理解精神病适应不良推理背后的功能失调机制,在过去十年中,决策的计算模型得到了广泛应用。因此,特别关注信念根据新证据更新的程度,这由计算模型中的学习率表示。关于环境稳定性的高阶信念可以通过将偏离现有信念的事件解释为噪声或真实的系统变化(波动性)来确定这些事件的意义归属。理论上和实证上,将重要变化不当视为噪声而轻描淡写(信念更新过低)以及对随机事件过度灵活适应(信念更新过高)都与精神病症状有关。虽然具有固定学习率的模型无法根据动态变化调整学习,但最近在临床和亚临床精神病样本中采用了越来越复杂的学习模型。这些模型从先进的强化学习模型、完全贝叶斯信念更新模型到具有分层学习或变化点检测算法的完全贝叶斯模型的近似模型。很难对不同方法(例如分层高斯滤波器和变化点检测)模拟的精神病学习改变的研究结果进行比较。因此,本综述旨在总结和比较这些不同数学方法在(亚)临床精神病中无感知模糊的动态信念更新的计算定义和研究结果。任务和样本存在很大异质性。总体而言,精神分裂症患者和易产生妄想的个体表现出较低的行为表现,这与无法区分无信息噪声和环境变化有关。这表现为信念更新增加和对波动性的高估,这与认知缺陷有关。计算机制与阳性症状之间的相关证据仍然稀少,可能与信念不稳定的群体研究结果不同。基于所综述的研究,我们强调了在任务设计、建模方法以及纳入精神病谱系中的参与者方面需要考虑的一些方面,以推动该领域的发展。综上所述,我们的综述表明,计算精神病学提供了强大的工具,可增进我们对精神病体验认知结构的机制性理解。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8c2e/9039658/486984fbc0a5/fpsyt-13-814111-g0002.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8c2e/9039658/ccab9ad4aead/fpsyt-13-814111-g0001.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8c2e/9039658/486984fbc0a5/fpsyt-13-814111-g0002.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8c2e/9039658/ccab9ad4aead/fpsyt-13-814111-g0001.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8c2e/9039658/486984fbc0a5/fpsyt-13-814111-g0002.jpg

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