3 ms·
In fact, for that 'warmup' problem, the leading term has a base and coefficient that are roots of cubic polynomials, given in the OEIS entry. But often the coef
by LegionMammal978 2y ago
In fact, for that 'warmup' problem, the leading term has a base and coefficient that are roots of cubic polynomials, given in the OEIS entry. But often the coefficient will be trancendental for these sorts of problems.
- aleph_minus_one 2y ago> But often the coefficient will be tran[s]cendental for these sorts of problems. What makes you believe that the coefficient will be transcendental? I'd rather expect some non-trivial algebraic number (i.e. root of some polynomial with rational coefficients).