For any irreducible quadratic polynomial f(x) in Z[x] we obtain the estimate log l.c.m.(f(1),...,f(n))= n log n + Bn + o(n) where B is a constant depending on f.
Irreducible quadratic polynomials and Euler's function
On the least common multiple of random $q$-integers
On Cilleruelo's conjecture for the least common multiple of polynomial sequences
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