Professor Lazowski's Ph. D. thesis concerns Kleinian groups and hyperbolic
geometry. Here at Sacred Heart he continues to research these topics in addition to other
subjects. For example, he published works concerning math-biology education and
stochastic processes. Also, he has submitted work in voting theory and even theology. 

Grants awarded: New Hampshire Institute of Politics Jeanne D. Smith Research Incentive
Fund. (Topic is voting theory.) 

Articles

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An Explicit Construction of Kleinian Groups With Small Limit Sets, Mathematics Faculty Publications (2014)

This paper provides an explicit construction of Kleinian groups that have small Hausdorff dimension of...

 

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Conditions for Infinitely Generated Kleinian Groups With Small Limit Sets, Journal of Dynamical Systems and Geometric Theories (2013)

We provide conditions for an infinitely generated Kleinian group to have its exponent of convergence...

 

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Mathematics in Conservation The Case of the Endangered Florida Panther (with Geffrey Stopper), National Center For Case Study Teaching In Science (2013)

This interrupted case study teaches probability theory and transmission genetics through their application to the...

 

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A Case Study in Elementary Statistics: The Florida Panther Population (with Geffrey F. Stopper), Mathematics Faculty Publications (2013)

We describe a case study that was created to intertwine the fields of biology and...

 

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Conditions for Infinitely Generated Kleinian Groups with Small Limit Sets, Mathematics Faculty Publications (2013)

We provide conditions for an infinitely generated Kleinian group to have its exponent of convergence...