The Research of Christopher Bresten

About Me:
I am an undergraduate student of computational mathematics at the University of Massachusets Dartmouth.

Likes:

• Unix Operating systems(all/any)
• Perl
• Fortran
• MPI and OpenMP
• MATLAB
• Multicore processors!
• Lasers
• The internet!
• Never touching windows machines

Interests:

• Chaotic Systems
• Radial Basis Functions
• Partial Differential Equations
• Imaging of high dimensional Numeric Objects - Bifurcations and the like
• Parallel and cluster computing
• Chaotic Cryptosystems

Research:

• Numeric studies of the Logistic map - With Jae-Hun Jung
• Bifurcation Of the Lorenz attractor
• Gegenbauer reconstruction of Gibbs polluted RBF solutions - With Daniel Higgs, Sigal Gottlieb, and Jae-Hun Jung
• Mapping hyperlink networks of websites
• Characterization of Randomness - generation of random data and analysis thereof
• Time series analysis of web traffic and other eletric nonsense.

Publications:

• C. L. Bresten and J.-H. Jung, A study on the numerical convergence of the discrete logistic map, Nonlinear Sciences and Numerical Simulations, doi:10.1016/j.cnsns.2008.11.009.

Media:

• Picture Gallery - Images I have generated

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