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Plant Growth and Development - Basic Knowledge and Current Views

V. BrukhinN. Morozova — 2010

Mathematical Modelling of Natural Phenomena

One of the most intriguing questions in life science is how living organisms develop and maintain their predominant form and shape via the cascade of the processes of differentiation starting from the single cell. Mathematical modeling of these developmental processes could be a very important tool to properly describe the complex processes of evolution and geometry of morphogenesis in time and space. Here, we summarize the most important biological knowledge on plant development, exploring the...

Mathematical Modelling of Cancer Stem Cells Population Behavior

E. BerettaV. CapassoN. Morozova — 2012

Mathematical Modelling of Natural Phenomena

Recent discovery of cancer stem cells in tumorigenic tissues has raised many questions about their nature, origin, function and their behavior in cell culture. Most of current experiments reporting a dynamics of cancer stem cell populations in culture show the eventual stability of the percentages of these cell populations in the whole population of cancer cells, independently of the starting conditions. In this paper we propose a mathematical model...

Analysis of the Growth Control Network Specific for Human Lung Adenocarcinoma Cells

G. PinnaA. ZinovyevN. AraujoN. MorozovaA. Harel-Bellan — 2012

Mathematical Modelling of Natural Phenomena

Many cancer-associated genes and pathways remain to be identified in order to clarify the molecular mechanisms underlying cancer progression. In this area, genome-wide loss-of-function screens appear to be powerful biological tools, allowing the accumulation of large amounts of data. However, this approach currently lacks analytical tools to exploit the data with maximum efficiency, for which systems biology methods analyzing complex cellular networks...

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