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Many current disorders, including paranoid, schizoid, antisocial, narcissistic and obsessive-compulsive disorders, would be reformulated into a general category.
The optimization (10) can be reformulated into a SDP and solved by CVX.
Despite of the apparent intricacy of this model, it can be reformulated into a much simpler one.
Second, we will show that the kernel reconstruction problem for the delay neural field equation can be reformulated into a family of integral equations of the first kind.
Then, the proposed three-stage problem can be reformulated into a two-stage mixed integer linear program (MILP) and solved by Benders decomposition algorithm.
Specifically, the semi-infinite constraints can be reformulated into a linear matrix inequality (LMI), which can be efficiently solved by using an alternating optimization algorithm.
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Taking advantage of the design tool proposed in Isidori (IEEE Trans. Automat. Control 45 (10) 2000), we show how the problem of output regulation can be reformulated into an output feedback stabilization problem of a suitably defined extended auxiliary system.
In the next section, we will show how a STEM simulation can be reformulated into an S-matrix approach, where the computational load of applying Eq. 5 can be shared between different probe configurations.
This problem can be reformulated into an equivalent model with two blocks of variables, which can then be solved by the alternating direction method (ADM) with only communications between neighbor nodes.
Subsequently, the stability conditions of this criterion are reformulated into a linear matrix inequality (LMI).
Therefore, a nonlinear model of the system is proposed and is reformulated into a polynomial LPV (Linear Parameter Varying) model.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com