def _mul_fateman_to_int2(f_list,g_list):
"""
Convert a polynomial to an integer by evaluating it
INPUT: p, a list of integers
OUTPUT: padding
"""
max_coeff_f = max([abs(i) for i in f_list])
max_coeff_g = max([abs(i) for i in g_list])
b = (1+min(len(f_list),len(g_list)))*max_coeff_f*max_coeff_g
return int(pyceil(pylog(b,2)))
def _mul_fateman_to_int2(f_list,g_list):
"""
Convert a polynomial to an integer by evaluating it
INPUT: p, a list of integers
OUTPUT: padding
"""
max_coeff_f = max([abs(i) for i in f_list])
max_coeff_g = max([abs(i) for i in g_list])
b = (1+min(len(f_list),len(g_list)))*max_coeff_f*max_coeff_g
return int(pyceil(pylog(b,2)))
def ceil(x):
return int(pyceil(x))
def ceil(x):
return int(pyceil(x))
