Biology Reference
In-Depth Information
41.
Aon M, Cortassa S. (1994) On the fractal nature of cytoplasm.
FEBS Lett
344
: 1-4.
42.
Lahiri T, Chakrabarti A, Dasgupta AK. (1998) Multilamellar vesicular clusters of
phosphatidylcholine and their sensitivity to spectrin: a study by fractal analysis.
J Struct Biol
123
: 179-86.
43.
Liebovitch LS, Scheurle D, Rusek M, Zochowski M. (2001) Fractal methods
to analyze ion channel kinetics.
Methods
24
: 359-75.
44.
Li H, Li Y, Zhao H. (1990) Fractal analysis of protein chain conformation.
Int J Biol Macromol
12
: 6-8.
45.
Li H, Chen S, Zhao H. (1991) Fat fractal and multifractals for protein and
enzyme surfaces.
Int J Biol Macromol
13
: 210-6.
46.
Saxton MJ. (1994) Anomalous diffusion due to obstacles: a Monte Carlo
study.
Biophys J
66
: 394-401.
47.
Saxton MJ. (2001) Anomalous subdiffusion in fluorescence photobleaching
recovery: a Monte Carlo study.
Biophys J
81
: 2226-40.
48.
Saxton MJ. (2007) A biological interpretation of transient anomalous subdif-
fusion. I. Qualitative model.
Biophys J
92
: 1178-91.
49.
Sbalzarini IF, Mezzacasa A, Helenius A, Koumoutsakos P. (2005) Effects of
organelle shape on fluorescence recovery after photobleaching.
Biophys J
89
: 1482-92.
50.
Frenkel D, Smit B. (2002)
Understanding Molecular Simulation
:
From
Algorithms to Applications
. San Diego, CA: Academic Press.
51.
Schrödinger E. (1948)
What Is Life
?
The Physical Aspect of the Living Cell
.
Cambridge, UK: Cambridge University Press.
52.
Marco E, Wedlich-Soldner R, Li R,
et al
. (2007) Endocytosis optimizes the
dynamic localization of membrane proteins that regulate cortical polarity.
Cell
129
: 411-22.
53.
González-Segredo N. (2007) Amphiphilic fluids: mesoscopic modelling and
computer simulations. In: Dillon KT (ed.),
Soft Condensed Matter
:
New Research
. New York, NY: Nova Science, pp. 125-56.
54.
Farlow SJ. (1993)
Partial Differential Equations for Scientists and Engineers
.
New York, NY: Dover Publications.
55.
Strauss WA. (2007)
Partial Differential Equations: An Introduction
, 2nd ed.
New York, NY: Wiley.
56.
Øksendal BK. (2003)
Stochastic Differential Equations
, 6th ed. Berlin,
Germany: Springer.
57.
Manninen T, Linne ML, Ruohonen K. (2006) Developing Itô stochastic
differential equation models for neuronal signal transduction pathways.
Comput Biol Chem
30
: 280-91.
58.
Saarinen A, Linne ML, Yli-Harja O. (2008) Stochastic differential equation
model for cerebellar granule cell excitability.
PLoS Comput Biol
4
: e1000004.
