Results 311 to 320 of about 957,959 (360)
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Bioinspired Double‐Dynamic‐Bond Crosslinked Bioadhesive Enables Post‐Wound Closure Care
Advanced Functional Materials, 2020Most existing bioadhesives, even those showing superiority in wound closure effectiveness, do not assist in the post‐wound closure process. A bioinspired, in situ formed, double‐dynamic‐bond crosslinked hydrogel bioadhesive that is capable of efficiently
Sidi Li +8 more
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Terra Nova, 1998
The closure of isotopic chronometers to loss or exchange of radiogenic daughters is best analysed in terms of phenomena that induce recrystallization, i.e. fluid circulation and strain. In the presence of these fast phenomena, temperature is not a rate‐controlling parameter for isotope transport. Only in those rare instances where no fast mechanism can
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The closure of isotopic chronometers to loss or exchange of radiogenic daughters is best analysed in terms of phenomena that induce recrystallization, i.e. fluid circulation and strain. In the presence of these fast phenomena, temperature is not a rate‐controlling parameter for isotope transport. Only in those rare instances where no fast mechanism can
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Peritoneal Closure or Non-Closure at Cesarean
Obstetrics & Gynecology, 1991The value of peritoneal closure at the time of cesarean birth was evaluated prospectively. Two hundred forty-eight women undergoing low transverse cesarean through a Pfannenstiel skin incision were assigned to one of two groups: peritoneum open (N = 127) or peritoneum closed (N = 121).
Michael T. Parsons +5 more
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Mathematical Proceedings of the Cambridge Philosophical Society, 1946
1. A set of functions {øν (t)} (ν = 1, 2, …) is said to be closed L2 in (a, b), ifimplies f (t) = 0 p.p. in (a, b). It is well known that a set of functions is closed L2, if and only if every function of L2 (a, b) can be approximated in the mean square sense as closely as desired by finite linear combinations of the øν (t).
A. E. Ingham, W. H. J. Fuchs
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1. A set of functions {øν (t)} (ν = 1, 2, …) is said to be closed L2 in (a, b), ifimplies f (t) = 0 p.p. in (a, b). It is well known that a set of functions is closed L2, if and only if every function of L2 (a, b) can be approximated in the mean square sense as closely as desired by finite linear combinations of the øν (t).
A. E. Ingham, W. H. J. Fuchs
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Australasian Journal of Philosophy, 2000
AbstractI critically examine two of the main responses to the closure-based sceptical argument. In particular, I look at the case that has been made for the rejection of closure by, for example, Fred Dretske and Robert Nozick, and examine the so-called ‘sensitivity’ condition on knowledge that they advocate in this respect.
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AbstractI critically examine two of the main responses to the closure-based sceptical argument. In particular, I look at the case that has been made for the rejection of closure by, for example, Fred Dretske and Robert Nozick, and examine the so-called ‘sensitivity’ condition on knowledge that they advocate in this respect.
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Annals of the New York Academy of Sciences, 2000
Abstract: This paper compares two different accounts of closure to explain biological organization: as an organization enabled by an informational control on dynamics (Pattee) and as an internal closure of a dynamic nature (Varela). The two of them adopt different versions of a principle of complementarity to relate symbolic and dynamic explanations.
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Abstract: This paper compares two different accounts of closure to explain biological organization: as an organization enabled by an informational control on dynamics (Pattee) and as an internal closure of a dynamic nature (Varela). The two of them adopt different versions of a principle of complementarity to relate symbolic and dynamic explanations.
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Progress in the development of a Reynolds-stress turbulence closure
Journal of Fluid Mechanics, 1975B. Launder, G. Reece, W. Rodi
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Real-time loop closure in 2D LIDAR SLAM
IEEE International Conference on Robotics and Automation, 2016Wolfgang Hess +3 more
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From The Mary Tyler Moore Show to Arrested Development to BoJack Horseman, the American sitcom revolves around crises that must be resolved by episode’s end, with a new crisis to come next week. In Closures, Grace Lavery reconsiders the genre’s seven-decade history as an endless cycle of crisis and closure that formally and representationally frames ...
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Development of a turbulence closure model for geophysical fluid problems
, 1982G. Mellor, Tetsuji Yamada
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