Rachael Miller Neilan, Ph.D. Duquesne University Department of Mathematics and Computer Science 431 College Hall Pittsburgh, PA (412)

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1 Rachael Miller Neilan, Ph.D. Department of Mathematics and Computer Science 431 College Hall Pittsburgh, PA (412) I. PROFESSIONAL PREPARATION AND EXPERIENCE A. Education Ph.D. Mathematics The University of Tennessee August 2009 M.S. Mathematics The University of Tennessee May 2008 B.S. Mathematics Drexel University December 2004 B. Work History Assistant Professor August present Department of Mathematics and Computer Science, Postdoctoral Researcher August 2009 July 2011 Department of Oceanography, Louisiana State University Graduate Teaching Assistant/Associate January 2005 July 2009 Department of Mathematics, The University of Tennessee C. Professional Memberships Member, Association of Women in Mathematics (AWM) Member, Society of Industrial and Applied Mathematics (SIAM) Member, Society for Mathematical Biology (SMB) Member, Mathematical Association for America (MAA) II. TEACHING A. Graduate Courses Taught (number of times taught) CPMA 518 Vector Calculus (1) B. Undergraduate Courses Taught (number of times taught) Math 100 Calculus with Algebra I (2) Math 115 Calculus I (2) Math 116 Calculus II (3) Math 135 Discrete Math (2) Math 314 Differential Equations (1) 1

2 The University of Tennessee Math 125 Basic Calculus (4) Math 151 Calculus for the Life Sciences I (8) Math 152 Calculus for the Life Sciences II (1) C. Academic Advisement 1. Thesis committee chaired at Jonathan Lowden, M.S. Thesis titled Optimal Control Applied to a Mathematical Model for Vancomycin-Resistant Enterococci. Graduated May Advisees at Advisor and mentor to 1 graduate student and 9 undergraduate students since D. Teaching-related Publications R. Miller Neilan, Modeling fish growth in low dissolved oxygen, PRIMUS: Problems, Resources, and Issues in Mathematics Undergraduate Studies, 23 (2013) E. Teaching-related Grants Service-Learning Grant. Title: Development of Service-Learning Course in Differential Equations. PI: R. Miller Neilan. $1,500. Status: Awarded. F. Teaching-related Presentations (since 2011) Title: A Computational and Modeling Project. Project Mosaic webinar. September Title: Modeling fish growth in low dissolved oxygen: A project for undergraduates. Joint Mathematics Meetings, New Orleans, LA. January G. Teaching-related Professional Development Project NeXT (New Experiences in Teaching) Fellow, One of 75 selected participants Attended workshops and seminars aimed at improving teaching and adjusting to faculty life. Topics included Inquiry-based Learning, Using Technology to teach Linear Algebra, Mathematical Biology in the Mathematics Curriculum, etc. FORWARD to Professorship workshop participant, Gallaudet University, Three-day workshop focused on skills, strategies, and information necessary to succeed in tenure-track position. Best Practices in Teaching Program, University of Tennessee,

3 Seven-week program for new teachers to discuss pedagogical techniques and issues arising in teaching. Workshops attended at Duquesne CTE: Promoting Student Learning through Effective Course and Syllabus Design, September Blackboard 9.1 Certification, August H. Teaching Awards Graduate Student Teaching Award, The University of Tennessee, 2006 and III. SCHOLARSHIP A. Scholarly Publications B. Grants R. Miller Neilan and K. A. Rose, Simulating the effects of fluctuating dissolved oxygen on growth, reproduction, and survival of fish and shrimp, Journal of Theoretical Biology. In press. C.J. Salice, B. Sample, R. Miller Neilan, K.A. Rose, and S. Sable, Evaluation of alternative PCB clean-up strategies using an individual-based population model of mink, Environmental Pollution, 159 (2011) R. Miller Neilan and S. Lenhart, Optimal control applied to a spatiotemporal epidemic model with application to rabies and raccoons, Journal of Mathematical Analysis and Applications 378 (2011) R. Miller Neilan, E. Schaefer, H. Gaff, K. Fister, and S. Lenhart, Modeling the spread of cholera and optimal intervention methods, Bulletin of Mathematical Biology 72 (2010) R. Miller Neilan and S. Lenhart, An introduction to optimal control for disease models, in: A.B. Gumel and S. Lenhart (Eds.), Modeling Paradigms and Analysis of Disease Transmission Models, DIMACS Series in Discrete Mathematics and Theoretical Computer Science, Rhode Island, 2010, pp D. Kern, S. Lenhart, R. Miller Neilan, and J. Yong, Optimal control applied to nativeinvasive population dynamics, Journal of Biological Dynamics 1 (2007) National Institutes of Health, Academic Research Enhancement Award. Title: Mathematical Modeling and Optimal Control of Vancomycin-Resistant Enterococci (VRE). PI: M. Yahdi. Co-PI: R. Miller Neilan. $317,847. Status: Pending. Presidential Scholarship Award. Title: A Mathematical Model for Growth, Reproduction, and Survival of Fish and Shrimp Exposed to Low Dissolved Oxygen. PI: R. Miller Neilan. $5,000. Status: Awarded. 3

4 National Science Foundation, Division of Mathematics Sciences. Title: RUI: Modeling Eco-Epidemiology of Mycobacteriosis in Chesapeake Bay Striped Bass. PI: R. Miller Neilan. Co-PIs: B. Porter, H. Gaff, D. Gauthier. $789,531. Status: Unfunded. C. Scholarly Presentations (since 2011) Title: Optimal control theory for PDEs: Applications in Biology. University of Pittsburgh Department of Mathematics seminar, Pittsburgh, PA, April Title: Using mathematics to understand disease. Diversity in Computational Technology program for middle school females,, Pittsburgh, PA, March species. Annual Meeting of The Society for Mathematical Biology, Knoxville, TN, July Title: Using Mathematics to Stop the Spread of Cholera. Biology Department seminar, Pittsburgh, PA, October species. International Congress on Industrial and Applied Mathematics, Vancouver, BC, July species. Society of Industrial and Applied Mathematics Conference on Dynamical Systems, Snowbird, UT, May Title: Quantifying the effects of hypoxia on the growth, reproduction, and survival of aquatic organisms. Joint Mathematics Meeting, New Orleans, LA, January D. Honors and Awards Invited researcher in working group Optimal control for agent-based models at National Institute of Mathematical and Biological Synthesis in Knoxville, TN. Awarded travel funding to visit institute annually, 2011 present. E. Works in Progress J. Lowden, R. Miller Neilan, and M. Yahdi, Optimal control of vancomycin-resistant enterococci using preventive care and treatment of infections, submitted to Mathematical Biosciences. In review. S. Creekmore, K. Rose, J.K. Craig, P. Thomas, R. Miller Neilan and Md. S. Rahman. Modeling the population effects of hypoxia on Atlantic croaker (Micropogonias undulatus) in the northwestern Gulf of Mexico. In preparation. 4

5 IV. SERVICE A. University and Departmental Service 1. Faculty advisor for Ice Skating Club student organization, present. Judge for Miss Duquesne Pageant, March Faculty volunteer, Office of Commuter Affairs PB&J Program, April 2012 and February Department of Mathematics and Computer Science,. Departmental liaison to Michael P. Weber Learning Skills Center, 2012 present. Member of Computational Mathematics graduate program committee, 2011 present. Co-creator of promotional video for Computational Mathematics graduate program, Fall Departmental representative at Graduate School Fair, Joint Mathematics Meeting, San Diego, CA, January Duquesnefest, Pittsburgh, PA, June Open House, Pittsburgh, PA, September B. Professional Service 1. Reviewer for scholarly journals Annals of Internal Medicine; Applied Mathematical Modeling; Applied Mathematics and Computation; Bulletin of Mathematical Biology; Communications on Pure and Applied Mathematics; Journal of Biological Systems; Mathematical Methods for the Applied Sciences; PLoS Computational Biology; PLoS Neglected Tropical Diseases; Problems, Resources, and Issues in Mathematics Undergraduate Studies; SIAM Journal of Applied Mathematical Modeling. 2. Organizer of research symposia Title: Recent applications of dynamical systems in ecology. Society of Industrial and Applied Mathematics Conference on Dynamical Systems, Snowbird, UT, May Title: Optimal control applied to biological models. Society of Industrial and Applied Mathematics Life Sciences Annual Meeting, Pittsburgh, PA, July Grant reviewer National Science Foundation; Army Research Office 5

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