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Literature DB >> 2469487

Testing fractal and Markov models of ion channel kinetics.

L S Liebovitch¹.

Abstract

Mesh：

Substances：
Ion Channels

Year: 1989 PMID： 2469487 PMCID： PMC1330481 DOI： 10.1016/S0006-3495(89)82815-2

Source DB: PubMed Journal: Biophys J ISSN： 0006-3495 Impact factor: 4.033

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19 in total

1. Complexity and the relaxation of hierarchical structures.

Authors:
Journal: Phys Rev Lett Date: 1986-10-20 Impact factor: 9.161

2. Fractal model of ion-channel kinetics.

Authors: L S Liebovitch; J Fischbarg; J P Koniarek; I Todorova; M Wang
Journal: Biochim Biophys Acta Date: 1987-01-26

3. Quantitative description of three modes of activity of fast chloride channels from rat skeletal muscle.

Authors: A L Blatz; K L Magleby
Journal: J Physiol Date: 1986-09 Impact factor: 5.182

4. Fractal dimension function for energy levels.

Authors:
Journal: Phys Rev A Gen Phys Date: 1985-03

5. The fractal random telegraph signal: signal analysis and applications.

Authors: L S Liebovitch
Journal: Ann Biomed Eng Date: 1988 Impact factor: 3.934

6. Fractal and Markov behavior in ion channel kinetics.

Authors: A S French; L L Stockbridge
Journal: Can J Physiol Pharmacol Date: 1988-07 Impact factor: 2.273

7. Diffusion models of ion-channel gating and the origin of power-law distributions from single-channel recording.

Authors: G L Millhauser; E E Salpeter; R E Oswald
Journal: Proc Natl Acad Sci U S A Date: 1988-03 Impact factor: 11.205

8. Multiple conformational states of proteins: a molecular dynamics analysis of myoglobin.

Authors: R Elber; M Karplus
Journal: Science Date: 1987-01-16 Impact factor: 47.728

Review 9. The internal dynamics of globular proteins.

Authors: M Karplus; J A McCammon
Journal: CRC Crit Rev Biochem Date: 1981

10. Solvent viscosity and protein dynamics.

Authors: D Beece; L Eisenstein; H Frauenfelder; D Good; M C Marden; L Reinisch; A H Reynolds; L B Sorensen; K T Yue
Journal: Biochemistry Date: 1980-11-11 Impact factor: 3.162

19 in total

1. Steady-state kinetics of solitary batrachotoxin-treated sodium channels. Kinetics on a bounded continuum of polymer conformations.

Authors: K A Rubinson
Journal: Biophys J Date: 1992-02 Impact factor: 4.033

Testing fractal and Markov models of ion channel kinetics.

1. Complexity and the relaxation of hierarchical structures.

2. Fractal model of ion-channel kinetics.

3. Quantitative description of three modes of activity of fast chloride channels from rat skeletal muscle.

4. Fractal dimension function for energy levels.

5. The fractal random telegraph signal: signal analysis and applications.

6. Fractal and Markov behavior in ion channel kinetics.

7. Diffusion models of ion-channel gating and the origin of power-law distributions from single-channel recording.

8. Multiple conformational states of proteins: a molecular dynamics analysis of myoglobin.

Review 9. The internal dynamics of globular proteins.

10. Solvent viscosity and protein dynamics.

1. Steady-state kinetics of solitary batrachotoxin-treated sodium channels. Kinetics on a bounded continuum of polymer conformations.

Review 2. Activation of skeletal muscle nicotinic acetylcholine receptors.

3. Percolation model of ionic channel dynamics.

4. Using fractals to understand the opening and closing of ion channels.

5. T-type Ca2+ channels encode prior neuronal activity as modulated recovery rates.

6. Diffusion model in ion channel gating. Extension to agonist-activated ion channels.

7. Use of conditioned distributions in the analysis of ion channel recordings.

8. Statistical properties of ion channel records. Part II: estimation from the macroscopic current.

9. Description of interacting channel gating using a stochastic Markovian model.

10. Kramers' diffusion theory applied to gating kinetics of voltage-dependent ion channels.