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The state structure of the 5-state multi-state model is shown in Figure 2. Figure 2 State structure of 5-state multi-state model for bipolar disorder.
Berk et al. (2007a) modified the staging model for bipolar disorder, identifying an opportunity for early intervention with the potential that early use of pharmacological treatments such as lithium carbonate may have neuroprotective properties (Swann et al. 1999; Franchini et al. 1999).
An integrative cognitive model for bipolar disorder proposes that multiple and extreme appraisals of changes in internal state and their reciprocal impact on behaviour, physiology and the environment provide the core mechanism in maintaining and escalating bipolar symptoms (Mansell, Morrison, Reid, Lowens, & Tai, 2007a).
Therefore, we propose that mutPOLG Tg mice satisfy the construct, face, and predictive validities of a model for bipolar disorder [7].
If so, it would provide an experimental medicine model for bipolar disorder, as well as for borderline personality disorder and other disorders and prodromal states in which mood instability has a key role, and would facilitate more rapid and cost-effective testing of novel interventions and thereby encourage more innovation and investment in these neglected areas.
In additional work where we used an expanded Convergent Functional Genomics approach in a mouse pharmacogenomic model for bipolar disorder, we identified a series of other clock genes (ARNTL/BMAL1, CRY2, CSNK1D, and CCR4/nocturnin) as potential bipolar candidate genes [ 17].
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Even though several approaches have been conducted, there is still a lack of adequate animal models for bipolar disorder.
Moreover, a recent task force of the International Society for Bipolar Disorders has performed a systematic review on staging models for bipolar disorders (Kapczinski et al. 2014).
Recent technology allows large-scale comparison of proteome profiles (Gold et al. 2010; SomaLogic 2016), and findings may improve predictive models for bipolar disorder.
Filament dissolution model was proposed by Russo et al. [82 84] exclusively for unipolar RRAM devices, although later revisions by the same group [85, 86] made this model suitable for bipolar devices as well.
The current conduction defined in Eq. (95) and Joule heating described in Eq. (96) are used in the model for the bipolar devices.
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