Discrete Math Collection
These pages are a collection of some of my mathematical interests and musings, mostly in discrete math. Research on Mersenne primes tops the list of interest. A useful collection of information on finite fields can also be found here, as well as some Hadamard matrix information. Do not hesitate to contact me with questions, ideas, corrections or collaboration. Much of what is here is collected in order to jump start coding for research in the areas represented. This is primarily information that I have, at one time or another, needed to start a project, but was unable to find timely elsewhere, so had to generate myself.
These pages are a collection of some of my mathematical interests and musings, mostly in discrete math. Research on Mersenne primes tops the list of interest. A useful collection of information on finite fields can also be found here, as well as some Hadamard matrix information. Do not hesitate to contact me with questions, ideas, corrections or collaboration. Much of what is here is collected in order to jump start coding for research in the areas represented. This is primarily information that I have, at one time or another, needed to start a project, but was unable to find timely elsewhere, so had to generate myself.
About the Code
Much of my coding is done in C++ when performance is needed, and R when rapid development is needed. So you will find snippets primarily in the syntax of one or both of these languages. You won't find much MATLAB or Mathematica code here, unless others are kind enough to contribute, as I do not work in expensive licensed environments when there are plenty of alternatives that do not financially impede the progress of knowledge.
Much of my coding is done in C++ when performance is needed, and R when rapid development is needed. So you will find snippets primarily in the syntax of one or both of these languages. You won't find much MATLAB or Mathematica code here, unless others are kind enough to contribute, as I do not work in expensive licensed environments when there are plenty of alternatives that do not financially impede the progress of knowledge.
Contact me
I can most easily be reached by email, and this University of Colorado Denver address is satisfactory as well.
I can most easily be reached by email, and this University of Colorado Denver address is satisfactory as well.