Number TheoryΒΆ
Contents
- Ntheory Class Reference
- Ntheory Functions Reference
prime()primepi()nextprime()prevprime()primerange()randprime()primorial()cycle_length()composite()compositepi()smoothness()smoothness_p()trailing()multiplicity()perfect_power()pollard_rho()pollard_pm1()factorint()factorrat()primefactors()divisors()proper_divisors()divisor_count()proper_divisor_count()udivisors()udivisor_count()antidivisors()antidivisor_count()totientreduced_totientdivisor_sigmaudivisor_sigmacore()digits()primenuprimeomegamersenne_prime_exponent()is_perfect()is_mersenne_prime()abundance()is_abundant()is_deficient()is_amicable()symmetric_residue()crt()crt1()crt2()solve_congruence()binomial_coefficients()binomial_coefficients_list()multinomial_coefficients()multinomial_coefficients_iterator()npartitions()is_euler_pseudoprime()is_square()mr()is_lucas_prp()is_strong_lucas_prp()is_extra_strong_lucas_prp()isprime()is_gaussian_prime()n_order()is_primitive_root()primitive_root()sqrt_mod()sqrt_mod_iter()quadratic_residues()nthroot_mod()is_nthpow_residue()is_quad_residue()legendre_symbol()jacobi_symbol()discrete_log()continued_fraction()continued_fraction_convergents()continued_fraction_iterator()continued_fraction_periodic()continued_fraction_reduce()count_digits()digits()is_palindromic()mobiusegyptian_fraction()pi_hex_digits()- ECM function
- Examples
- QS function
- Examples