
Jennifer Laurie Sinclair
Asst Professor - Educator (F2)
French Hall
4512
A&S Mathematical Sciences - 0025
Education
PhD: University of Tennessee Knoxville, TN, 2009 (Mathematics)
Bachelor of Science: University of the South Sewanee, TN, 2003 (Mathematics)
Positions and Work Experience
2009 -2015 Assistant Professor of Mathematics, Georgia Gwinnett College, Atlanta, GA
2015 -2019 Associate Professor of Mathematics, Georgia Gwinnett College, Atlanta, GA
2019 -To Present Assistant Professor Educator, Department of Mathematical Sciences, University of Cincinnati, Cincinnati, Ohio
Publications
Peer Reviewed Publications
J. Sinclair (2013). A Generalization Result Regarding the Small and Large Scale Behavior of Infinitely Divisible Processes. Journal of Mathematical Analysis and Applications, 398 (1) , 239-253
L. Uko; J. Sinclair (2013). A Simple Formula for De La Loubere's Method. The Mathematical Scientist 38, 1-6
J. Sinclair; N. Brewley; P. Boindala; J. Whitener10,000 Steps Closer to Increasing Success in the STEM Disciplines. The Teacher's Edge, Center for Teaching and Learning GGC
K. Kakish; L. Pollacia; A. Heinz; J. Sinclair (2012). Analysis of the Effectiveness of Traditional Versus Hybrid Student Performance for an Elementary Statistics Course. International Journal for the Scholarship of Teaching and Learning, 6 (2)
J. Rosinski; J. Sinclair (2010). Generalized Tempered Stable Processes. . Banach Center Publications, Institute of Mathematics, Polish Academy of Sciences 90
Book Chapter
P. Boindala; N. Brewley; J. Sinclair (2015). Ideation to Execution: Flipping an Undergraduate Pre-Calculus Course to Create Significant Learning Experiences. In Implementation and Critical Assessment of the Flipped Classroom; Advances in Educational Technologies and Instructional Design.
Presentations
Invited Presentations
J. Sinclair (2016. ) On Applications of Generalized Tempered Stable Processes .Department of Mathematics and Statistics. University of North Carolina at Charlotte, Charlotte, North Carolina.
J. Sinclair (2007. ) Levy Processes and Infinitely Divisible Distributions .Cornell University, Ithaca, New York.
Contact Information
Jennifer.sinclair@uc.edu