**E-mail:** glahodny [AT] math.tamu.edu

**Office:** Blocker 211C

**Office Hours:** TR 12:30 pm - 2:00 pm or by appointment

**Curriculum Vita:**Current Vita

- Ph.D., Mathematics, Texas Tech University, 2012
- M.S., Mathematics, Texas Tech University, 2010
- B.A., Mathematics, Texas Tech University, 2007

#### Current Semester (Summer 2019)

- Math 308 - Differential Equations
#### Previous Semesters

- Math 147 - Calculus I for Biological Sciences (Fall 2014 - Spring 2017)
- Math 148 - Calculus II for Biological Sciences (Spring 2015, 2016, 2017, Fall 2018)
- Math 151 - Engineering Mathematics I (Fall 2014)
- Math 152 - Engineering Mathematics II (Spring 2014)
- Math 251 - Engineering Mathematics III (Fall 2013)
- Math 308 - Differential Equations (Summer 2016, 2017, 2018, Fall 2017, 2018, Spring 2018, 2019)
- Math 442 - Mathematical Modeling (Spring 2015)
- Math 469 - Introduction to Mathematical Biology (Spring 2018)

- W. Beauvais et al., The prevalence of
*Escherichia coli*O157:H7 fecal shedding in feedlot pens is affected by the water-to-cattle ratio: A randomized controlled trial,*PLoS ONE*13:2 (2018) e0192149. - G.E. Lahodny Jr., R. Gautam, and R. Ivanek, Understanding the effects of intermittent shedding on the transmission of infectious diseases: example of salmonellosis in pigs,
*Journal of Biological Dynamics*11:1 (2017) pp. 436-460. - E.F. Daut, G. Lahodny Jr., M.J. Peterson, and R. Ivanek, Interacting effects of Newcastle Disease transmission and illegal trade on a wild population of white-winged parakeets in Peru: a modeling approach,
*PLoS ONE*11:1 (2016) e0147517. - R. Ivanek and G. Lahodny Jr., From the bench to modeling - R0 at the interface between empirical and theoretical approaches in epidemiology of environmentally transmitted infectious diseases
*Preventative Veterinary Medicine*118:2-3 (2015) pp. 196-206. - G.E. Lahodny Jr., R. Gautam, and R. Ivanek, Estimating the probability of an extinction or major outbreak for an environmentally transmitted infectious disease,
*Journal of Biological Dynamics*9:1 (2015) pp. 128-155. - R. Gautam, G. Lahodny Jr., M. Bani-Yaghoub, and R. Ivanek, Understanding the role of cleaning in the control of
*Salmonella*Typhimurium in grower-finisher pigs: a modelling approach,*Epidemiology and Infection*142:5 (2014) pp. 1034-1049. - L.-I. W. Roeger and G. Lahodny Jr., Dynamically consistent discrete Lotka-Volterra competition systems,
*Journal of Difference Equations and Applications*19:2 (2013) pp. 191-200. - G.E. Lahodny Jr. and L.J.S. Allen, Probability of a disease outbreak in stochastic multipatch epidemic models,
*Bulletin of Mathematical Biology*75:7 (2013) pp. 1157-1180. - L.J.S. Allen and G.E. Lahodny Jr., Extinction thresholds in deterministic and stochastic epidemic models,
*Journal of Biological Dynamics*6:2 (2012) pp. 590-611.

- Texas A&M Department of Mathematics
- Texas Tech Department of Mathematics
- Society for Mathematical Biology (SMB)
- American Mathematical Society (AMS)
- Mathematical Association of America (MAA)
- Society for Industrial and Applied Mathematics (SIAM)
- Mathematical Biosciences Institute (MBI)
- National Institute for Mathematical and Biological Synthesis (NIMBioS)