(n, j, prec, sq23pi, sqrt8)
return mpf_mul(D, E)
Compute the sinh term in the outer sum of the HRR formula.
    The constants sqrt(2/3*pi) and sqrt(8) must be precomputed.
Compute the sinh term in the outer sum of the HRR formula.
    The constants sqrt(2/3*pi) and sqrt(8) must be precomputed.
Compute the sinh term in the outer sum of the HRR formula . The constants sqrt ( 2 / 3 * pi ) and sqrt ( 8 ) must be precomputed .
def _d(n, j, prec, sq23pi, sqrt8):
    """
    Compute the sinh term in the outer sum of the HRR formula.
    The constants sqrt(2/3*pi) and sqrt(8) must be precomputed.
    """
    j = from_int(j)
    pi = mpf_pi(prec)
    a = mpf_div(sq23pi, j, prec)
    b = mpf_sub(from_int(n), from_rational(1, 24, prec), prec)
    c = mpf_sqrt(b, prec)
    ch, sh = mpf_cosh_sinh(mpf_mul(a, c), prec)
    D = mpf_div(mpf_sqrt(j, prec), mpf_mul(mpf_mul(sqrt8, b), pi), prec)
    E = mpf_sub(mpf_mul(a, ch), mpf_div(sh, c, prec), prec)
    return mpf_mul(D, E)
def _d ( n , j , prec , sq23pi , sqrt8 ) : j = from_int ( j ) pi = mpf_pi ( prec ) a = mpf_div ( sq23pi , j , prec ) b = mpf_sub ( from_int ( n ) , from_rational ( 1 , 24 , prec ) , prec ) c = mpf_sqrt ( b , prec ) ch , sh = mpf_cosh_sinh ( mpf_mul ( a , c ) , prec ) D = mpf_div ( mpf_sqrt ( j , prec ) , mpf_mul ( mpf_mul ( sqrt8 , b ) , pi ) , prec ) E = mpf_sub ( mpf_mul ( a , ch ) , mpf_div ( sh , c , prec ) , prec ) return mpf_mul ( D , E )