Albert Stefan, Schmack Katharina, Sterzer Philipp, Schneider Gaby
Institute of Mathematics, Goethe University, Frankfurt (Main), Germany.
Department of Psychiatry and Psychotherapy, Charité Universitätsmedizin Berlin, Germany.
PLoS Comput Biol. 2017 Nov 20;13(11):e1005856. doi: 10.1371/journal.pcbi.1005856. eCollection 2017 Nov.
Viewing of ambiguous stimuli can lead to bistable perception alternating between the possible percepts. During continuous presentation of ambiguous stimuli, percept changes occur as single events, whereas during intermittent presentation of ambiguous stimuli, percept changes occur at more or less regular intervals either as single events or bursts. Response patterns can be highly variable and have been reported to show systematic differences between patients with schizophrenia and healthy controls. Existing models of bistable perception often use detailed assumptions and large parameter sets which make parameter estimation challenging. Here we propose a parsimonious stochastic model that provides a link between empirical data analysis of the observed response patterns and detailed models of underlying neuronal processes. Firstly, we use a Hidden Markov Model (HMM) for the times between percept changes, which assumes one single state in continuous presentation and a stable and an unstable state in intermittent presentation. The HMM captures the observed differences between patients with schizophrenia and healthy controls, but remains descriptive. Therefore, we secondly propose a hierarchical Brownian model (HBM), which produces similar response patterns but also provides a relation to potential underlying mechanisms. The main idea is that neuronal activity is described as an activity difference between two competing neuronal populations reflected in Brownian motions with drift. This differential activity generates switching between the two conflicting percepts and between stable and unstable states with similar mechanisms on different neuronal levels. With only a small number of parameters, the HBM can be fitted closely to a high variety of response patterns and captures group differences between healthy controls and patients with schizophrenia. At the same time, it provides a link to mechanistic models of bistable perception, linking the group differences to potential underlying mechanisms.
观察模糊刺激可能会导致在两种可能的感知之间交替出现双稳态感知。在持续呈现模糊刺激期间,感知变化以单个事件的形式发生,而在间歇性呈现模糊刺激期间,感知变化以或多或少有规律的间隔发生,既可以是单个事件,也可以是突发。反应模式可能高度可变,并且据报道在精神分裂症患者和健康对照之间存在系统差异。现有的双稳态感知模型通常使用详细的假设和大量参数集,这使得参数估计具有挑战性。在这里,我们提出了一个简约的随机模型,该模型在观察到的反应模式的实证数据分析与潜在神经元过程的详细模型之间建立了联系。首先,我们对感知变化之间的时间使用隐马尔可夫模型(HMM),该模型假设在持续呈现中为单一状态,在间歇性呈现中为稳定状态和不稳定状态。HMM捕捉到了精神分裂症患者和健康对照之间观察到的差异,但仍然是描述性的。因此,我们其次提出了一个分层布朗模型(HBM),它产生类似的反应模式,但也提供了与潜在潜在机制的关系。主要思想是,神经元活动被描述为两个相互竞争的神经元群体之间的活动差异,这反映在具有漂移的布朗运动中。这种差异活动在两个相互冲突的感知之间以及在不同神经元水平上以类似机制在稳定状态和不稳定状态之间产生切换。只需少量参数,HBM就可以紧密拟合多种反应模式,并捕捉健康对照和精神分裂症患者之间的组间差异。同时,它提供了与双稳态感知机制模型的联系,将组间差异与潜在潜在机制联系起来。