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At Siena College, students in mathematics have the opportunity to work one-on-one with faculty on cutting-edge research. The skills students develop conducting research are highly sought-after by employers and graduate institutions, and have helped our alumni obtain coveted positions at establishments such as Google, NYS Department of Health, and Process Engineering.
Recent student research projects
Name | Research |
David Talone | Real analysis in the lean proof assistant |
Christian Kolker | Real analysis in the lean proof assistant |
Jack Farrell | Generalized ODE compartmental models - SEIAR |
Anna Morelli | The silver bullet of lycanthropy interventions |
Owen Spolyar | Generalized ODE compartmental models - SEIAR |
Ben Reale | Covid vaccination of incarcerated individuals |
Eli Reece | On the origins of zombies: a modeling approach |
Alisha Kulmari | On the origins of zombies: a modeling approach |
Jacob Pacheco | Guns, zombies, and steel-head axes |
Ahmani Roman | Guns, zombies, and steel-head axes |
Usama Zafar | Mathematical Modeling of COVID-19 |
Nicole Sell | Epidemic model for a tick-borne disease |
Ahmani Roman | Wonder drugs and where to use them: a forecast on ivermectin's impact on malaria in Africa |
Daniel Graham | A multi-model comparison of measles interventions |
Will Marino | Students-helping-students |
Andrew Klug | Predicting the implications of the hepatitis B vaccine on the virulence evolution of hepatitis D |
Brianna Murphy | A forecast of sulphadoxine-pyrimethamine resistant malaria in Malawi: a modeling study |
Brian Valtin | On the evolution of HIV caused by Human Pegivirus co-infection |
Veda Chandwani | The health benefit and cost-effectiveness of reducing severe malaria with gut microbiota |
Justmil Villanueva | Evaluating the roll of computers in enhancing mathematical achievement in Capital District schools |
Allison Mahoney |
Evaluating the threat of Bacterial Kidney Disease evolution in salmon aquaculture |
Emily Casey | Computable Legendrian knot invariants |
Francesca Romano |
Explicit formulas for multivariable Euler and Bernoulli numbers |
Maureen Jeffery |
Moments in finite von Neumann algebras |
Joseph D’Avanzo | ζ(n) via hyperbolic functions |
Lindsay Kulzer |
The Group of Primitive Almost Pythagorean Triples |
Nicholas Noblett | Nonresidually solvable hyperlinear one-relator groups |
Matthew Farrelly |
The Burnside Group B(3,2) as a Two-Relator Quotient of C3*C3 |
Our research students learn to ...
- Communicate complex ideas and manage long-term project;
- Explore new ideas and mathematical objects;
- Look for patterns and use those patterns to predict the behavior of complex systems;
- Generalize their work to find new uses for the tools and techniques they have developed;
- Scour the mathematical literature to find recent articles relating to their own work; and
- Publicly present their work to other students and faculty in either the Siena Math Colloquium, the Siena Academic Showcase, or at a national research conference.
“Doing math research has been an eye-opening experience to all of the opportunities a career in math has to offer. Six weeks of research has given me more problem solving skills than sitting in a classroom for four years would, and these skills are applicable to all kinds of situations.” - Francesca Romano (2014)