Until recently, the bacteria Chlamydia trachomatis was the principal cause worldwide of eye infection that leads to blindness (and possibly death).  For an on-going organized effort for its eradication, it is useful to know how rapid this infectious bacteria can multiply.  This problem provides us with an opportunity to demonstrate 1) the process of formulating a mathematical model for a biological phenomenon, and  2) an unfamiliar use of elementary calculus techniques to analyze the model to extract the desired information about the most rapid growth of the bacterial population.  The mathematical modeling and analysis involved show the type of research activities available to undergraduate Mathematics majors and bio-medical sciences students through the Mathematical and Computational Biology for Undergraduate (MCBU) summer research program each summer since 2011.  Math majors, especially those who have taken or are currently taking any one of Math 112A,B, Math 113A, Math 113B, Math 115, are encouraged to apply to participate this summer.  So are majors of any of the bio-medical fields.  For information about this National Science Foundation supported program that offers eligible undergraduate participants a summer stipend as well as room and board for the duration of the eight weeks program, interested students should visit the program website http://www.math.uci.edu/~mcbu/

 

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