Current state
Who we hope to connect with
Number theorists
Particularly those working on prime gap distributions, Dirichlet-L-function analogues of the Riemann zeta function, and arithmetic progressions.
Spectral and computational analysts
Researchers working on numerical comparison of spectra: Lomb-Scargle, matched filtering, and non-uniform discrete Fourier methods applied to integer sequences.
Discrete-geometry investigators
Researchers interested in alternative 2D embeddings of integer sequences: including Ulam spirals, hexagonal and polygonal representations, and arithmetic geometry.
Student researchers
Upper-level undergraduates and early graduate students looking for a well-defined research question with computational and analytical components. See the students page.
Begin a correspondence
Whether you have read one of the volumes and have a question, have an alternative proof of a theorem, a counterexample to a conjecture, or a proposal for extension of we would be glad to hear from you.
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