Structure and Randomness in the Prime Numbers
Shows how analytic number theory decomposes arithmetic sequences into structured periodic components and pseudorandom noise—unlocking arbitrary-length arithmetic progressions in the primes.
Faculty & visiting speakers
Self-contained seminars, public lectures, and invited talks.
Shows how analytic number theory decomposes arithmetic sequences into structured periodic components and pseudorandom noise—unlocking arbitrary-length arithmetic progressions in the primes.
Exploring the Integrated Explicit Analytic Number Theory Network (IEANTN), a system designed to formalize and organize complex results in analytic number theory using Lean.
From a Bell Labs pioneer, a detailed account of the invention and evolution of quantum cascade lasers, tracing their path from laboratory curiosity to indispensable tools in various fields.



Discrete proof invariants, stochastic conditioning, pseudorandomness, and P vs. NP
MIT · Harvard University · UCLA +2