The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume

Timoteo Carletti; A. Filisetti

The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume

Namur Institute for Complex Systems

Research output: Book/Report/Journal › Other report

Original language	English
Place of Publication	Namur
Publisher	FUNDP. Namur center for complex systems
Volume	2
Edition	22
Publication status	Published - 5 Dec 2011

Publication series

Name	naXys Technical Reports Series
Publisher	University of Namur
No.	22
Volume	2

Keywords

stochastic dynamics
Gillespie algorithm
protocell

Modelling of cell evolution
Carletti, T.
3/10/11 → …
Project: Research
Dynamical systems meet biology : synchronization of metabolism and growth
Carletti, T.
1/09/06 → …
Project: Research

Cite this

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title = "The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume",

keywords = " stochastic dynamics, Gillespie algorithm, protocell",

author = "Timoteo Carletti and A. Filisetti",

note = "Publication code : FP SB092/2011/22 ; SB04977/2011/22",

year = "2011",

month = dec,

day = "5",

language = "English",

volume = "2",

series = "naXys Technical Reports Series",

publisher = "FUNDP. Namur center for complex systems",

number = "22",

edition = "22",

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T1 - The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume

AU - Carletti, Timoteo

AU - Filisetti, A.

N1 - Publication code : FP SB092/2011/22 ; SB04977/2011/22

PY - 2011/12/5

Y1 - 2011/12/5

KW - stochastic dynamics

KW - Gillespie algorithm

KW - protocell

M3 - Other report

VL - 2

T3 - naXys Technical Reports Series

BT - The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume

PB - FUNDP. Namur center for complex systems

CY - Namur

ER -

The stochastic evolution of a protocell: the Gillespie algorithm in a dynamically varying volume

Publication series

Keywords

Projects

Modelling of cell evolution

Dynamical systems meet biology : synchronization of metabolism and growth

Cite this