NTTs for Power-of-two Rings
from sage.all import ZZ, ceil, is_prime, parent, GF, vector, matrix
def omegaf(n, ell=None):
return GF(qf(n, ell))(1).nth_root(n)
def qf(n, ell=None):
"""
from sage.all import ZZ, ceil, is_prime, parent, GF, vector, matrix
def omegaf(n, ell=None):
return GF(qf(n, ell))(1).nth_root(n)
def qf(n, ell=None):
"""
# -*- coding: utf-8 -*- | |
""" | |
Illustrate behaviour of BKZ algorithm. | |
.. modulauthor: Martin Albrecht <martin.albrecht@royalholloway.ac.uk> | |
To convert to movie, call e.g. `ffmpeg -framerate 8 -pattern_type glob -i "*.png" bkz.mkv` | |
""" |
#!/bin/bash | |
out="$(pwd)/out/" | |
changed_files=$(git diff-tree --no-commit-id --name-only -r HEAD) | |
do_the_work_tex() { | |
( | |
dir="$1" | |
filename="$2" | |
extension="$3" |
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