(Q42603140)

3 November 2017

A model of ion channel kinetics based on deterministic, chaotic motion in a potential with two local minima (English)

1 reference

3 November 2017

L S Liebovitch

1

1 reference

PubMed ID

1384403

3 November 2017

F P Czegledy

series ordinal

2

1 reference

3 November 2017

1 January 1992

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Annals of Biomedical Engineering

3 November 2017

1 reference

3 November 2017

20

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3 November 2017

5

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3 November 2017

517-531

1 reference

https://scigraph.springernature.com/pub.10.1007/bf02368171

3 November 2017

0 references

cites work

Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields

1 reference

Crossref

https://api.crossref.org/works/10.1007%2FBF02368171

Ion channel subconductance states

21 January 2018

1 reference

12 December 2020

A model of ion channel kinetics using deterministic chaotic rather than stochastic processes

1 reference

12 December 2020

On the stochastic properties of single ion channels

1 reference

12 December 2020

Fractal model of ion-channel kinetics.

1 reference

12 December 2020

A deterministic approach to survival statistics.

1 reference

12 December 2020

Dynamics of ligand binding to myoglobin

1 reference

12 December 2020

Analysis of fractal ion channel gating kinetics: kinetic rates, energy levels, and activation energies.

1 reference

12 December 2020

Statistical Time Events in Enzymes: A Physical Assessmen

1 reference

12 December 2020

Characterization of a delayed rectifier K+ channel in NG108-15 neuroblastoma X glioma cells: gating kinetics and the effects of enrichment of membrane phospholipids with arachidonic acid

1 reference

12 December 2020

Analog simulations of stochastic resonance

1 reference

12 December 2020

Identifiers

DOI

10.1007/BF02368171

1 reference

PubMed ID

1384403

Dimensions Publication ID

3 November 2017

0 references

1 reference

PubMed ID

1384403