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In order for optimal Bayesian integration of prior and sensory information to occur, our model requires that the relative contributions of prior-related and sensory-evoked activity be modulated by task conditions on a trial-by-trial basis.
The presence of this variation necessitates customised algorithms for individual departments in order for optimal predictions of appointment failure to be made.
Due to the increasing demand for pharmacists in public health, WHO recommends a ratio of one pharmacist per 2000 population in order for optimal health care to be delivered.
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In this work, a reduced order model for optimal design of two multi-degree-of-freedom (2-mdof) structures connected by hysteretic dampers is studied.
This approach first utilized a model reduction technique, namely iterated improved reduced system (IIRS) method, to develop a reduced order model for optimal sensor placement (OSP), and then the OSP strategy using Jaya algorithm is conducted by formulating and solving an optimization problem for finding the best sensor locations.
This suggests that capital availability is a determinant of retrofit financial performance, and ordering measures for optimal load reduction is inferior to ordering measures with fast-payback when these strategies conflict.
They suggest to estimate the distribution of bids in a first step and to recover the distribution of bidders׳ costs in a second step by using the first order-condition for optimal bidding behavior.
Moreover, the method provides the same order of optimal accuracy for the density function ψ, the magnetic potential A, the magnetic field σ= curlA, the electric potential divA and the current curlσ.
In Section 5 we discuss the formal approach in deriving first-order optimality conditions for optimal control problem (1.1 - 1.4 1.1 - 1.4
We are now in a position to derive the first-order optimality conditions for optimal control problem (3.1 - 3.3 3.1 - 3.3
Finally, we discuss the impact on coding rate in order to allow for optimal parallel intra decoding.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com