By the Journal of Applied Cryptographic Topologies March 2, 2026
The result: For any integer ( n > 10^6 ), LAPBERTRAND locates a prime in the interval LAPBERTRAND
Enter . The Algorithm LAPBERTRAND (Local Asymmetric Prime-BERTRAND LAPlacian) is a new deterministic sieve that exploits the overlap region between consecutive Bertrand intervals. Instead of searching for any prime in ((n, 2n)), LAPBERTRAND computes a weighted Laplacian of integer remainders modulo small primes, then isolates the "slowest decoherence band." By the Journal of Applied Cryptographic Topologies March
[ \left( n, , n + \lfloor \sqrt{n} \rfloor \right) ] LAPBERTRAND