Whereas the attachment kinetics of soluble proteins is considered well known, complex behavior arises when protein molecules are bound to the cell membrane.
Indeed, the state of taxonomic knowledge was only considered well known for Australia, Atlantic Europe, China, and the Mediterranean regions.
The official meeting of 21,000 delegates was not supposed to raise big new issues, but rather to consider well-known problems and find practical ways to solve them.
Next, consider a well known but less studied variation of this riddle: instead of n coins, we now have n coin piles, one of which contains counterfeit coins.
These results, an account of which is given in [ 15, 16], are most meaningful from a physiological point of view, considering the well known fact that the increase of the concentration of HA in urine can be provoked by the per os administration of benzoic acid derivatives.
Although its marine biota can be considered relatively well known, at least within the Asian-Pacific region, considering the vast number of different marine environments such as coral reefs, ocean trenches, ice-bound waters, methane seeps, and hydrothermal vents, much work remains to be done.
Next to ΔJC and ΔK2P we also considered the well known LogDet SR function [ 36, 37], denoted here as ΔLogDet.
Despite the fact that it is considered relatively well known, there has been a 12%% increase in the number of endemics in the last two decades.
However, considering the well known high threshold in becoming a Swiss citizen, overcome easily only by marriage, one wonders whether nationality is a valid variable to distinguish male from female offenders in this study group.
The incidence of cardiovascular adverse events was somewhat higher in patients with these comorbidities, but this is not surprising considering the well known associations between hypertension, type 2 diabetes mellitus, and cerebrovascular or cardiovascular disease, and the risk of experiencing an adverse cardiovascular event.
Since it is beyond the scope of this manuscript to provide the theoretical background of the various SFEM algorithms, it is referred to e.g. [38,48] for the formulations of the considered and well known methods within this context, such as the Neumann Expansion method [52], the Perturbation method [16] and Spectral SFEM, which utilizes the Polynomial Chaos (P-C) Expansion formulation [11].
