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Everything flows, nothing is stationary
--Heraclitus
Research Interests
- Birth-Death Processes
- Mathematical Epidemiology
- Mathematical Modeling of Biological and Natural Phenomena
- Probability Theory
- Harmonizable Processes and Fields
- Nonstationary Processes
- Differential Equations
- Queueing Theory
Research Students
Recent Thesis Students
- Sarah Freed (2007) – Mathematical
Aspects of Welfare Economics and the Social Choice Function
- Robert Fischer (2007) – Stationary
Processes and Bochner’s Theorem
- Mary Sharobiem (2006) – Using Generating Functions and Cyclotomic Polynomials to Relabel
Dice
- Jennifer Sun (2006) – Carrier-Borne
Epidemic Models
- John Mathewson (2005) – Arthropod-Borne
Virus Transmission Models
- Michael Wang (2005) - Nonhomogeneous
Birth Death Processes
- Glen Armstrong (2004) - Queues
with Multiple Service Rates
- Sharyn Ly (2004) - Birth Death Processes with Polynomial Transition Rates
- Flora Mulkey (2004) - A Stochastic Allee
Model
- Kunthel By (2004) - Introduction to the Foundations of the Boot Strap Method
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