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Consequently, postcode-georeferenced cases from 2001 were linked to 1996 postcode boundaries, cases from 2002 to 2006 linked to 2001 postcode boundaries, cases from 2007 to 2011 linked to 2006 boundaries, and cases from 2012 to 2013 linked to 2011 boundaries.
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In this regard, two boundary cases can be considered.
To justify the proposed method, a series of test cases, including fixed boundary cases and moving boundary cases, are invested.
The paper suggests the application of the ellipsoid method for defining boundary cases for better reaching desired accommodation levels in boundary case based design problems.
The present numerical approach provides simplicity, computational efficiency and accuracy for solving moving boundary cases.
Predictions are compared with available experimental and numerical data for several fixed and moving boundary cases.
One method is a sigmoid function (SF) method that can be effectively applied to simple transition boundary cases.
Accordingly, the scattering matrix is redefined in MRRM to make it suitable for different boundary cases.
This means that they are related to the product-type ones, which are usually some kind of boundary cases.
In the study of some classes of equations and systems, product-type ones appear as boundary cases.
The definition and use of boundary cases is a common approach when aiming to anthropometrically accommodate a desired percentage of the targeted population by a design.
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CEO of Professional Science Editing for Scientists @ prosciediting.com