1990
DOI: 10.1016/0301-9322(90)90016-c
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S. G. Mason—A retrospective

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Cited by 3 publications
(4 citation statements)
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“…A more plausible explanation concerns the effect of polymer dosage on the extension of adsorbed polymer tails from the fiber surface. For interactions between spheres and cylinders, van de Ven (15,16) has shown that in the absence of colloidal forces the spheres (filler) would follow a dosed trajectory around the (circular) periphery of the cylinder (fiber) without becoming attached. For this trajectory there is a distance of minimum approach; the bridging polymer must be able to span this distance for retention to occur.…”
Section: Resultsmentioning
confidence: 99%
“…A more plausible explanation concerns the effect of polymer dosage on the extension of adsorbed polymer tails from the fiber surface. For interactions between spheres and cylinders, van de Ven (15,16) has shown that in the absence of colloidal forces the spheres (filler) would follow a dosed trajectory around the (circular) periphery of the cylinder (fiber) without becoming attached. For this trajectory there is a distance of minimum approach; the bridging polymer must be able to span this distance for retention to occur.…”
Section: Resultsmentioning
confidence: 99%
“…quantifying theta sequences [7,8] were not well-suited to developmental data: the preferred theta phase of CS cell firing changed during development (see Fig 4a) meaning that it was not possible to define a consistent set of phase by position 'quadrants' on the theta sequence, which would be needed for a 'quadrant score' [7]. Furthermore, maturing theta sequences did not always approximate a linear band, meaning that a linear band fitting approach [8] could not be used.…”
Section: Circular-linear Weighted Correlation Of Theta Sequences Prementioning
confidence: 99%
“…quantifying theta sequences [7,8] were not well-suited to developmental data: the preferred theta phase of CS cell firing changed during development (see Fig 4a) meaning that it was not possible to define a consistent set of phase by position 'quadrants' on the theta sequence, which would be needed for a 'quadrant score' [7]. Furthermore, maturing theta sequences did not always approximate a linear band, meaning that a linear band fitting approach [8] could not be used. Instead, the tendency of decode probabilities to systematically change throughout the theta cycle was assessed by correlating position and theta cycle time bin, weighted by the posterior probability for each bin (analogous to the weighted correlation of a probability posterior in [5]).…”
Section: Circular-linear Weighted Correlation Of Theta Sequences Prementioning
confidence: 99%
“…Hence selective shear mechanisms are operating that favor the coagulation of similar sized particles (9,10) .…”
mentioning
confidence: 99%