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Experimental Mathematics - mklabgr - 08-10-2026
Experimental Mathematics
Summary
Experimental Mathematics is a peer-reviewed mathematical journal focused on the role of computation, experimentation, and data in mathematical discovery. It publishes original research in which computational experiments lead to formal theorems, new conjectures, counterexamples, or significant mathematical insights, covering areas such as number theory, algebra, geometry, combinatorics, and computational mathematics.
The journal emphasizes the idea that experimentation can be an important part of the mathematical research process, providing a forum where mathematicians can present computational evidence, develop conjectures, and subsequently establish rigorous results. Its recent articles include work on modular forms, Mersenne numbers, algebraic geometry, hyperelliptic curves, and computational polynomial methods.
JOURNAL