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The Hurdle model 8 splits the problem into two parts: initially, the presence and absence of admissions are modelled using a logistic component and then the mean count, for those with at least one admission, is modelled using a (truncated) Poisson regression.
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An alternative to mitigate the aforementioned issues is to split the problem into several sub-systems.
Particularly, the system collects information of users and points of interest from minube, groups these points with clustering techniques to split the problem into per-day sub-problems.
The high condition number of the D-dimensional discretized elliptic operator will be exploited to split the problem into a series of well-behaved one and (D − 1 -dimensional elliptic problems.
Using appropriately estimated cross tangent vectors at the given points, we split the problem into a sequence of local Hermite problems, each of which can be one of the following three types: "one-to-one", "one-to-many" or "many-to-many".
Therefore, researchers have split the problem into many different sub-problems.
To solve the PA problem for all nodes, we will split the problem into K + 1 subproblems.
Because of its difficulty, we first split the problem into a covering subproblem and a sequencing subproblem.
It is worthwhile to be used when the problem we want to solve has an additive structure, the main idea is to split the problem into sub-problems that are easier to solve by treating its summands separately in each iteration of the algorithm.
To explore the dynamics of the system, we split the problem into two parameter regimes: In the first, the frequency of gamma spikes is only modulated by theta phase, while in the second the gamma cell would only fire if forced by theta input.
In these cases, we split the problem into several distinct delayed-steps and obtained the corresponding delay distributions τ1,...,τN for each process, from separate ChemCell runs.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com