Kerry Ojakian


Contact: kojakian@sjcny.edu

Teaching Website

Background

Since January 2011 I have been an assistant professor at St. Joseph's College (New York). I received my Ph.D. in mathematics from Carnegie Mellon University in August 2004. I had a short postdoc at Charles University in Prague from July 2004 to December 2004, followed by a postdoc at Instituto Superior Tecnico in Lisbon, Portugal, that ended August 2009. In Portugal, I was part of the Center for Logic and Computation, working with the project: Continuous Time Computation and Complexity. I then taught as a temporary assistant professor for a year and a half in the mathematics department at Queens College (CUNY) in New York City.  

Curriculum Vitae  

Teaching Background

I am currently teaching at St. Joseph's College, and have taught calculus II, trigonometry, discrete math, and topology. Prior to that I taught precalculus, calculus I, and discrete math at Queens College (CUNY). I taught linear algebra for a summer at City College (CUNY), and taught for many years at Carnegie Mellon while I was a Ph.D. student.

Teaching Statement

Research interests

Publications

K. Ojakian (with David Offner), Cops and Robber on the Hyercube. In Progress.  

K. Ojakian (with Manuel L. Campagnolo), A characterization of computable analysis on unbounded domains using differential equations. Information and Computation , 209 (8) 1135-1159, 2011 Preprint 

K. Ojakian (with Manuel L. Campagnolo), Characterizing Computable Analysis with Differential Equations Fifth International Conference on Computability and Complexity in Analysis 2008. Preprint 

K. Ojakian (with Manuel L. Campagnolo), The elementary computable functions over the real numbers: applying two new techniques, Archives for Mathematical Logic (46) 2008. Preprint 

K. Ojakian (with Manuel L. Campagnolo), Using Approximation to Relate Computational Classes over the Reals, in conference: Machines, Computations, and Universality 2007 , Lecture Notes in Computer Science (4664) 2007. Preprint 

K. Ojakian (with Manuel L. Campagnolo), The methods of approximation and lifting in real computation, Third International Conference on Computability and Complexity in Analysis 2006 , Electronic Notes in Theoretical Computer Science (167) 2007. Preprint 

K. Ojakian, Upper and lower Ramsey bounds in bounded arithmetic, Annals of Pure and Applied Logic, (135) 2005. Preprint 

K. Ojakian, Combinatorics in Bounded Arithmetic. PhD thesis, Carnegie Mellon University, 2004. Supervised by Jeremy Avigad.

Talks

Cops and Robber on the Hypercube
The York Tensor Scholars Program, York College, CUNY, Queens, NY (October 2011)

Cops and Robber on the Hypercube
New York Combinatorics Seminar, CUNY Graduate Center, New York, NY (September 2011)

Characterizing computable analysis with differential equations
Joint Meetings, New Orleans, LA (January 2011)

An Introduction to Computation over the Reals: Computable Analysis, Analog Computation, and Computing with Polynomial Differential Equations
Kolchin Seminar in Differential Algebra, CUNY Graduate Center, New York, NY (March 2010)

Computing with the real numbers
Queens College Mathematics Colloquium, Queens College, CUNY, Queens, NY (March 2010)

Continuous-time versus discrete-time computation over the reals
M.I.T. Logic Seminar, Boston, MA (December 2010)

Continuous-time versus discrete-time computation over the reals
CUNY Logic Seminar, CUNY Graduate Center, New York, NY (November 2009)

Computable analysis tutorial
Effective Mathematics of the Uncountable 2009, CUNY Graduate Center, New York, NY (August 2009)

Characterizing computable analysis with differential equations
CUNY Set Theory Seminar, CUNY Graduate Center, New York, NY (March 2009) Slides

The model-theoretic proof of the witnessing theorem of bounded arithmetic (an exposition)
Logic Seminar, Lisbon, Portugal (February 2009)

Characterizing computable analysis with differential equations
Logic and Computation Seminar, Lisbon, Portugal (November 2008)

Characterizing Computable Analysis with Differential Equations
Fifth International Conference on Computability and Complexity in Analysis, Hagen, Germany (August 2008) Slides

Proving the Church-Turing Thesis?
Logic Seminar, Lisbon, Portugal (March 2008) Slides

Computable Analysis and Analog Computation
Days in Logic, Lisbon, Portugal (January 2008)

Some New Approaches to Characterizing Computable Analysis by Analog Computation
Computability in Europe 2007, Sienna, Italy (June 2007) Slides

Bounded Arithmetic With Bounded Finite Types
26th Weak Arithmetics Days, Seville, Spain (June 2007)

The methods of approximation and lifting in real computation
Third International Conference on Computability and Complexity in Analysis, Gainesville, Florida, USA (November 2006)

The method of approximation in real computation
Computability in Europe 2006, Swansea, Wales, UK (July 2006)

Bounded arithmetic with bounded finite types
25th Weak Arithmetics Days, Clermont-Ferrand, France (June 2006)

Bounded arithmetic with bounded finite types
Logic and Computation Seminar, Coimbra, Portugal (April 2006)

Combinatorics in Bounded Arithmetic
Logic Seminar, Charles University, Prague, Czech Republic (September 2004)

The Probabilistic Method and Ramsey Theory in Bounded Arithmetic
Logic Seminar, Pennsylvania State University, State College, PA (October 2003)

Lower Ramsey Bounds in Bounded Arithmetic
Association for Symbolic Logic Annual Meeting, Chicago, IL (May 2003)

Ramsey Theory in Bounded Arithmetic
Math Logic Seminar, Carnegie Mellon University, Pittsburgh, PA (January 2003)

The Probabilistic Method in Bounded Arithmetic
Fall school of the Logic seminar, Pec, Czech Republic (September 2002)

A strengthening of a Ramsey result
Fall school of the Logic seminar, Pec, Czech Republic (September 2001)


Last Updated: November 27, 2011