Literature DB >> 19026711

Modelling evolutionary cell behaviour using neural networks: application to tumour growth.

P Gerlee1, A R A Anderson.   

Abstract

In this paper, we present a modelling framework for cellular evolution that is based on the notion that a cell's behaviour is driven by interactions with other cells and its immediate environment. We equip each cell with a phenotype that determines its behaviour and implement a decision mechanism to allow evolution of this phenotype. This decision mechanism is modelled using feed-forward neural networks, which have been suggested as suitable models of cell signalling pathways. The environmental variables are presented as inputs to the network and result in a response that corresponds to the phenotype of the cell. The response of the network is determined by the network parameters, which are subject to mutations when the cells divide. This approach is versatile as there are no restrictions on what the input or output nodes represent, they can be chosen to represent any environmental variables and behaviours that are of importance to the cell population under consideration. This framework was implemented in an individual-based model of solid tumour growth in order to investigate the impact of the tissue oxygen concentration on the growth and evolutionary dynamics of the tumour. Our results show that the oxygen concentration affects the tumour at the morphological level, but more importantly has a direct impact on the evolutionary dynamics. When the supply of oxygen is limited we observe a faster divergence away from the initial genotype, a higher population diversity and faster evolution towards aggressive phenotypes. The implementation of this framework suggests that this approach is well suited for modelling systems where evolution plays an important role and where a changing environment exerts selection pressure on the evolving population.

Entities:  

Mesh:

Substances:

Year:  2008        PMID: 19026711      PMCID: PMC2668102          DOI: 10.1016/j.biosystems.2008.10.007

Source DB:  PubMed          Journal:  Biosystems        ISSN: 0303-2647            Impact factor:   1.973


  30 in total

1.  Neural model of the genetic network.

Authors:  J Vohradsky
Journal:  J Biol Chem       Date:  2001-06-06       Impact factor: 5.157

2.  The evolutionary origin of complex features.

Authors:  Richard E Lenski; Charles Ofria; Robert T Pennock; Christoph Adami
Journal:  Nature       Date:  2003-05-08       Impact factor: 49.962

Review 3.  Cell adhesion and signalling by cadherins and Ig-CAMs in cancer.

Authors:  Ugo Cavallaro; Gerhard Christofori
Journal:  Nat Rev Cancer       Date:  2004-02       Impact factor: 60.716

Review 4.  Apoptosis in cancer.

Authors:  S W Lowe; A W Lin
Journal:  Carcinogenesis       Date:  2000-03       Impact factor: 4.944

5.  Metabolic stability and epigenesis in randomly constructed genetic nets.

Authors:  S A Kauffman
Journal:  J Theor Biol       Date:  1969-03       Impact factor: 2.691

6.  Reaction-diffusion model for the growth of avascular tumor.

Authors:  S C Ferreira; M L Martins; M J Vilela
Journal:  Phys Rev E Stat Nonlin Soft Matter Phys       Date:  2002-01-23

7.  The clonal evolution of tumor cell populations.

Authors:  P C Nowell
Journal:  Science       Date:  1976-10-01       Impact factor: 47.728

8.  A hybrid cellular automaton model of clonal evolution in cancer: the emergence of the glycolytic phenotype.

Authors:  P Gerlee; A R A Anderson
Journal:  J Theor Biol       Date:  2007-11-04       Impact factor: 2.691

9.  Cell and environment interactions in tumor microregions: the multicell spheroid model.

Authors:  R M Sutherland
Journal:  Science       Date:  1988-04-08       Impact factor: 47.728

10.  The sequence of the human genome.

Authors:  J C Venter; M D Adams; E W Myers; P W Li; R J Mural; G G Sutton; H O Smith; M Yandell; C A Evans; R A Holt; J D Gocayne; P Amanatides; R M Ballew; D H Huson; J R Wortman; Q Zhang; C D Kodira; X H Zheng; L Chen; M Skupski; G Subramanian; P D Thomas; J Zhang; G L Gabor Miklos; C Nelson; S Broder; A G Clark; J Nadeau; V A McKusick; N Zinder; A J Levine; R J Roberts; M Simon; C Slayman; M Hunkapiller; R Bolanos; A Delcher; I Dew; D Fasulo; M Flanigan; L Florea; A Halpern; S Hannenhalli; S Kravitz; S Levy; C Mobarry; K Reinert; K Remington; J Abu-Threideh; E Beasley; K Biddick; V Bonazzi; R Brandon; M Cargill; I Chandramouliswaran; R Charlab; K Chaturvedi; Z Deng; V Di Francesco; P Dunn; K Eilbeck; C Evangelista; A E Gabrielian; W Gan; W Ge; F Gong; Z Gu; P Guan; T J Heiman; M E Higgins; R R Ji; Z Ke; K A Ketchum; Z Lai; Y Lei; Z Li; J Li; Y Liang; X Lin; F Lu; G V Merkulov; N Milshina; H M Moore; A K Naik; V A Narayan; B Neelam; D Nusskern; D B Rusch; S Salzberg; W Shao; B Shue; J Sun; Z Wang; A Wang; X Wang; J Wang; M Wei; R Wides; C Xiao; C Yan; A Yao; J Ye; M Zhan; W Zhang; H Zhang; Q Zhao; L Zheng; F Zhong; W Zhong; S Zhu; S Zhao; D Gilbert; S Baumhueter; G Spier; C Carter; A Cravchik; T Woodage; F Ali; H An; A Awe; D Baldwin; H Baden; M Barnstead; I Barrow; K Beeson; D Busam; A Carver; A Center; M L Cheng; L Curry; S Danaher; L Davenport; R Desilets; S Dietz; K Dodson; L Doup; S Ferriera; N Garg; A Gluecksmann; B Hart; J Haynes; C Haynes; C Heiner; S Hladun; D Hostin; J Houck; T Howland; C Ibegwam; J Johnson; F Kalush; L Kline; S Koduru; A Love; F Mann; D May; S McCawley; T McIntosh; I McMullen; M Moy; L Moy; B Murphy; K Nelson; C Pfannkoch; E Pratts; V Puri; H Qureshi; M Reardon; R Rodriguez; Y H Rogers; D Romblad; B Ruhfel; R Scott; C Sitter; M Smallwood; E Stewart; R Strong; E Suh; R Thomas; N N Tint; S Tse; C Vech; G Wang; J Wetter; S Williams; M Williams; S Windsor; E Winn-Deen; K Wolfe; J Zaveri; K Zaveri; J F Abril; R Guigó; M J Campbell; K V Sjolander; B Karlak; A Kejariwal; H Mi; B Lazareva; T Hatton; A Narechania; K Diemer; A Muruganujan; N Guo; S Sato; V Bafna; S Istrail; R Lippert; R Schwartz; B Walenz; S Yooseph; D Allen; A Basu; J Baxendale; L Blick; M Caminha; J Carnes-Stine; P Caulk; Y H Chiang; M Coyne; C Dahlke; A Deslattes Mays; M Dombroski; M Donnelly; D Ely; S Esparham; C Fosler; H Gire; S Glanowski; K Glasser; A Glodek; M Gorokhov; K Graham; B Gropman; M Harris; J Heil; S Henderson; J Hoover; D Jennings; C Jordan; J Jordan; J Kasha; L Kagan; C Kraft; A Levitsky; M Lewis; X Liu; J Lopez; D Ma; W Majoros; J McDaniel; S Murphy; M Newman; T Nguyen; N Nguyen; M Nodell; S Pan; J Peck; M Peterson; W Rowe; R Sanders; J Scott; M Simpson; T Smith; A Sprague; T Stockwell; R Turner; E Venter; M Wang; M Wen; D Wu; M Wu; A Xia; A Zandieh; X Zhu
Journal:  Science       Date:  2001-02-16       Impact factor: 47.728

View more
  10 in total

1.  Impact of metabolic heterogeneity on tumor growth, invasion, and treatment outcomes.

Authors:  Mark Robertson-Tessi; Robert J Gillies; Robert A Gatenby; Alexander R A Anderson
Journal:  Cancer Res       Date:  2015-04-15       Impact factor: 12.701

Review 2.  Evolving homeostatic tissue using genetic algorithms.

Authors:  Philip Gerlee; David Basanta; Alexander R A Anderson
Journal:  Prog Biophys Mol Biol       Date:  2011-03-23       Impact factor: 3.667

3.  The biology underlying molecular imaging in oncology: from genome to anatome and back again.

Authors:  R J Gillies; A R Anderson; R A Gatenby; D L Morse
Journal:  Clin Radiol       Date:  2010-07       Impact factor: 2.350

4.  A conceptual cellular interaction model of left ventricular remodelling post-MI: dynamic network with exit-entry competition strategy.

Authors:  Yunji Wang; Hai-Chao Han; Jack Y Yang; Merry L Lindsey; Yufang Jin
Journal:  BMC Syst Biol       Date:  2010-05-28

5.  Evolution of cell motility in an individual-based model of tumour growth.

Authors:  P Gerlee; A R A Anderson
Journal:  J Theor Biol       Date:  2009-03-12       Impact factor: 2.691

Review 6.  Multiscale models of breast cancer progression.

Authors:  Anirikh Chakrabarti; Scott Verbridge; Abraham D Stroock; Claudia Fischbach; Jeffrey D Varner
Journal:  Ann Biomed Eng       Date:  2012-09-25       Impact factor: 3.934

Review 7.  Bridging scales in cancer progression: mapping genotype to phenotype using neural networks.

Authors:  Philip Gerlee; Eunjung Kim; Alexander R A Anderson
Journal:  Semin Cancer Biol       Date:  2014-05-12       Impact factor: 15.707

8.  Stochasticity in the Genotype-Phenotype Map: Implications for the Robustness and Persistence of Bet-Hedging.

Authors:  Daniel Nichol; Mark Robertson-Tessi; Peter Jeavons; Alexander R A Anderson
Journal:  Genetics       Date:  2016-10-21       Impact factor: 4.562

9.  Model genotype-phenotype mappings and the algorithmic structure of evolution.

Authors:  Daniel Nichol; Mark Robertson-Tessi; Alexander R A Anderson; Peter Jeavons
Journal:  J R Soc Interface       Date:  2019-11-06       Impact factor: 4.118

Review 10.  In silico modelling of tumour margin diffusion and infiltration: review of current status.

Authors:  Fatemeh Leyla Moghaddasi; Eva Bezak; Loredana Marcu
Journal:  Comput Math Methods Med       Date:  2012-07-11       Impact factor: 2.238

  10 in total

北京卡尤迪生物科技股份有限公司 © 2022-2023.