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DTSTAMP:20211025T151704Z
DTSTART:20211027T120000Z
DTEND:20211027T130000Z
SUMMARY:Linglong Yuan --  Individual-based and continuum modelling of Len
 ski experiment.
UID:{http://www.columbasystems.com/customers/uom/gpp/eventid/}cox-kv6szng
 i-xh8ww9
DESCRIPTION:(via Zoom)\nJoin us for this seminar by Linglang Yuan (Liverp
 ool) as part of the North West Seminar Series in Mathematical Biology an
 d Data Sciences. Details of the full series can be found here https://ww
 w.cms.livjm.ac.uk/APMSeminar/\n\nPlease contact carl.whitfield@mancheste
 r.ac.uk or bnvasiev@liverpool.ac.uk for the zoom link\, or sign up to th
 e mailing list.\n\nAbstract: The Lenski experiment is a corner stone in 
 Experimental Evolution\, and has been running since 1988. It investigate
 s the long-term evolution of  bacterium E. coli. I will talk about the  
 individual-based and continuum mathematical modelling of the bacteria po
 pulation to describe how the population fitness evolve over time.  The t
 alk will be mainly based on the following works:\n\n   1.  (with A. Gonz
 alez-Casanova\, N. Kurt\, A. Wakolbinger) An individual-based model for 
 the Lenski experiment\, and the deceleration of the relative fitness. St
 ochastic Processes and Their Applications. 126(8)\, 2211-2252\, 2016.\n\
 n  2.  A generalization of Kingman's model of selection and mutation and
  the Lenski experiment.  Mathematical Biosciences.  285\, 61-67?\, 2017.
 \n\n  3.  Kingman's model with random mutation probabilities: convergenc
 e and condensation I. Journal of Statistical Physics.  181(3)\, 870–896\
 , 2020.\n\n  4.  Kingman's model with random mutation probabilities: con
 vergence and condensation II. To appear in Advances in Applied Probabili
 ty. March 2022.\n\n\nTo subscribe to the mailing list for this event ser
 ies\, please send an e-mail with the phrase “subscribe math-lifesci-semi
 nar” in the message body to listserv@listserv.manchester.ac.uk
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