... and to provide consistent quantitative explanations. Calvin cycle carbon fixation Gibbs effect mathematical model The Calvin–Benson–Bassham (CBB) cycle [ 1 , 2 ] — often simply termed ‘Calvin cycle’ or ‘Calvin–Benson cycle’ [ 3 ] or, as preferred by James Alan Bassham, the ‘photosynthetic carbon...

...-regulation in plants and outline possible directions for further research. 1 To whom correspondence should be addressed (email oliver.ebenhoeh@hhu.de ). 7 7 2015 © 2015 Authors; published by Portland Press Limited 2015 acclimation mathematical model non-photochemical quenching...

.... cell signalling hepatocellular carcinoma inflammation liver logic mathematical model Inflammation is a mechanism for preserving homoeostasis in response to noxious stimuli such as infection and injury. Cells of the innate immune system drive the inflammatory response, which typically...

... cancers), but the mechanisms are unknown. In the present paper, we review recent work in this area, placing emphasis on the regulation of transcription, and showing how mathematical modelling of GnRH effects on two effectors [ERK (extracellular-signal-regulated kinase) and NFAT (nuclear factor...

... 2010 Biochemical Society 2010 arginine half-life mathematical model mitochondrion NaH 14 CO 3 pulse–chase We are interested in mitochondrial turnover because replacing damaged mitochondria is an important potential quality control mechanism. Mitochondrial dysfunction...

... be attractive to break the assay into components to generate a mathematical model to investigate specific parameters. 1 To whom correspondence should be addressed (email mcart-d@email.ulster.ac.uk ). 9 12 2008 © The Authors Journal compilation © 2009 Biochemical Society 2009 comet...

... at University of Sheffield, 21 July 2003 4 August 2003 © 2003 Biochemical Society 2003 dynamics gene chip gene network mathematical model microarray signalling network Unravelling Nature s Networks 1519 Reconstructing gene networks: what are the limits? J. Stark* 1, D. Brewer , M...

...B. Novák; J.J. Tyson The eukaryotic cell-division cycle is regulated by three modules that control G 1 /S, G 2 /M and meta/anaphase transitions. By using mathematical modelling, we show the dynamic characteristics of these individual modules and we also assemble them together into a comprehensive...