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This approach suggests estimating the boundaries for conservative and innovative selection using the pathway/process level.
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However, the problem of estimating the boundary conditions from observations of the solution has, to the best of our knowledge, seldom been studied in the literature.
A method for estimating the boundary mobility based on the kinetics of static recrystallization is also developed to facilitate evaluation of the condition.
A class of inverse problems for the Laplace equation involves estimating the boundary function based on some values of the interior points using a linear assumption as regards the boundary function [7].
A method is presented to estimate the boundaries of these regions.
Voronoi diagrams have been used to estimate the boundaries of cells in a tissue when membrane staining is not present [32], [33].
Having estimated the boundaries of the species' climate envelope, step 2 was projecting from inferred climate space to inferred geographic space, in this case to geographic areas where the species might invade.
It may be that the best way to estimate the boundaries is to find the central tendency and include all conditions within a specified threshold distance from this archetype (the MaxEnt approach, which we call "conical" because in some sense it assumes a central peak surrounded by concentrically declining suitability).
The instructions were simply to estimate the boundaries of minimum to maximum survival.
In general, PeakFinder and PeakSeq gave the widest regions (median over the samples > 400 bp), whereas SISSRs and CisGenome identified the narrowest peaks (< 100 bp) among the methods that estimate the boundaries.
In the inverse procedure, a sensitivity analysis was used to estimate the boundary condition retrieval.
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