In biology, dealing with complex representations is common, even in an introductory course.
In a population in which one representation is common, the effects of error are much more significant.
The approach of symbolic analysis is particularly suitable for data processing in economics, in which partitioning of resources, competence, information access, or knowledge representation is common by the methodological design.
While in the context of three-dimensional (3D) visualization the superimposition of ligands in one graphical active site representation is common practice [1], the orientation of two-dimensional representations is often affected by the attempt to provide a planar and aesthetically ideal arrangement of all diagram elements.
The main advantage of this method is that the phase representation was common to all trials, as opposed to time representation.
Because they rely on creativity to circumvent stalled reading and writing abilities, those with dyslexia tend to excel in other artistic mediums, which may begin to explain why visual representations of dyslexia are common.
Boolean representations are very common in biology and are often used implicitly for describing sets of regulatory interactions in diagrams and figures describing models so they are a natural tool for biologists to analyse and interpret.
A relatively small sample size and under-representation of malignant disease are common traits to almost all studies focusing on biomarkers of malignancy in PCC/PGL; however, this study is not inferior in power to the majority of previously published ones, where the proportion of malignant cases was at best 15% (Salmenkivi et al, 2001; Strong et al, 2008; Blank et al, 2010).
We developed a detailed reaction model of starch metabolism, which, to our knowledge, is the first attempt to describe the polysaccharide polymerization while preserving the mass balance relationships (generics like (1,4-glucan) n + 1 that are common representation for this pathway do not allow mass -balance modelling).
Such relations are common, but representation is not.
