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Berezhkovskii

Showing results (81-90 of 187) with videos related to

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Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 21, 2002
Number of distinct sites visited by a random walker trapped by an absorbing boundaryLeonardo Dagdug, Alexander M Berezhkovskii, George H Weiss
Current Opinion in Genetics & Development|July 8, 2008
Dynamics of maternal morphogen gradients in DrosophilaStanislav Y Shvartsman, Mathieu Coppey, Alexander M Berezhkovskii
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|July 7, 2011
Formation of morphogen gradients: local accumulation timeAlexander M Berezhkovskii, Christine Sample, Stanislav Y Shvartsman
The Journal of Chemical Physics|December 17, 2015
Note: Boundary homogenization for a circle with periodic absorbing arcs. Exact expression for the effective trapping rateAlexei T Skvortsov, Alexander M Berezhkovskii, Leonardo Dagdug
The Journal of Physical Chemistry Letters|May 21, 2020
Biased Random Walk in Crowded Environment: Breaking Uphill/Downhill Symmetry of Transition TimesJaeoh Shin, Alexander M Berezhkovskii, Anatoly B Kolomeisky
Biophysical Journal|October 21, 2010
How long does it take to establish a morphogen gradient?Alexander M Berezhkovskii, Christine Sample, Stanislav Y Shvartsman
The Journal of Chemical Physics|May 24, 2019
Steady-state flux of diffusing particles to a rough boundary formed by absorbing spikes periodically protruding from a reflecting baseAlexei T Skvortsov, Alexander M Berezhkovskii, Leonardo Dagdug
The Journal of Chemical Physics|June 22, 2015
Trapping of diffusing particles by striped cylindrical surfaces. Boundary homogenization approachLeonardo Dagdug, Alexander M Berezhkovskii, Alexei T Skvortsov
Physical Review Letters|August 16, 2006
Identity of distributions of direct uphill and downhill translocation times for particles traversing membrane channelsAlexander M Berezhkovskii, Gerhard Hummer, Sergey M Bezrukov
The Journal of Chemical Physics|July 2, 2018
Note: Diffusion-limited annihilation in cavitiesLeonardo Dagdug, Alexander M Berezhkovskii, Vladimir Yu Zitserman
Pageof 19

Showing results (81-90 of 187) with videos related to

Sort By:
Pageof 19
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 21, 2002
Number of distinct sites visited by a random walker trapped by an absorbing boundaryLeonardo Dagdug, Alexander M Berezhkovskii, George H Weiss
Current Opinion in Genetics & Development|July 8, 2008
Dynamics of maternal morphogen gradients in DrosophilaStanislav Y Shvartsman, Mathieu Coppey, Alexander M Berezhkovskii
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|July 7, 2011
Formation of morphogen gradients: local accumulation timeAlexander M Berezhkovskii, Christine Sample, Stanislav Y Shvartsman
The Journal of Chemical Physics|December 17, 2015
Note: Boundary homogenization for a circle with periodic absorbing arcs. Exact expression for the effective trapping rateAlexei T Skvortsov, Alexander M Berezhkovskii, Leonardo Dagdug
The Journal of Physical Chemistry Letters|May 21, 2020
Biased Random Walk in Crowded Environment: Breaking Uphill/Downhill Symmetry of Transition TimesJaeoh Shin, Alexander M Berezhkovskii, Anatoly B Kolomeisky
Biophysical Journal|October 21, 2010
How long does it take to establish a morphogen gradient?Alexander M Berezhkovskii, Christine Sample, Stanislav Y Shvartsman
The Journal of Chemical Physics|May 24, 2019
Steady-state flux of diffusing particles to a rough boundary formed by absorbing spikes periodically protruding from a reflecting baseAlexei T Skvortsov, Alexander M Berezhkovskii, Leonardo Dagdug
The Journal of Chemical Physics|June 22, 2015
Trapping of diffusing particles by striped cylindrical surfaces. Boundary homogenization approachLeonardo Dagdug, Alexander M Berezhkovskii, Alexei T Skvortsov
Physical Review Letters|August 16, 2006
Identity of distributions of direct uphill and downhill translocation times for particles traversing membrane channelsAlexander M Berezhkovskii, Gerhard Hummer, Sergey M Bezrukov
The Journal of Chemical Physics|July 2, 2018
Note: Diffusion-limited annihilation in cavitiesLeonardo Dagdug, Alexander M Berezhkovskii, Vladimir Yu Zitserman
Pageof 19