arnaucube
arnaucube/poulpyPublic Self-hosted repository
poulpy/core/src/blind_rotation/ccgi.rs
core/src/blind_rotation/ccgi.rsRaw
  1use std::time::Instant;
  2
  3use backend::{
  4    MatZnxDftOps, MatZnxDftScratch, Module, ScalarZnx, ScalarZnxAlloc, ScalarZnxDft, ScalarZnxDftAlloc, ScalarZnxDftOps, Scratch, VecZnxBigAlloc, VecZnxBigOps, VecZnxBigScratch, VecZnxDftOps, VecZnxOps, ZnxInfos, ZnxView, ZnxViewMut, ZnxZero, FFT64
  5};
  6use itertools::izip;
  7
  8use crate::{
  9    FourierGLWECiphertext, FourierGLWESecret, GLWECiphertext, GLWECiphertextToMut, GLWEPlaintext, Infos, LWECiphertext,
 10    ScratchCore,
 11    blind_rotation::{key::BlindRotationKeyCGGI, lut::LookUpTable},
 12    lwe::ciphertext::LWECiphertextToRef,
 13};
 14
 15pub fn cggi_blind_rotate_scratch_space(
 16    module: &Module<FFT64>,
 17    extension_factor: usize,
 18    basek: usize,
 19    k_lut: usize,
 20    k_brk: usize,
 21    rows: usize,
 22    rank: usize,
 23) -> usize {
 24    let lut_size: usize = k_lut.div_ceil(basek);
 25    let brk_size: usize = k_brk.div_ceil(basek);
 26
 27    let acc_dft: usize = FourierGLWECiphertext::bytes_of(module, basek, k_brk, rank) * extension_factor;
 28    let acc_big: usize = module.bytes_of_vec_znx_big(rank + 1, brk_size);
 29    let acc_dft_add: usize = FourierGLWECiphertext::bytes_of(module, basek, k_brk, rank) * extension_factor;
 30    let vmp_res: usize = FourierGLWECiphertext::bytes_of(module, basek, k_brk, rank) * extension_factor;
 31    let xai_plus_y: usize = module.bytes_of_scalar_znx(1);
 32    let xai_plus_y_dft: usize = module.bytes_of_scalar_znx_dft(1);
 33    let vmp: usize = module.vmp_apply_tmp_bytes(lut_size, lut_size, rows, 2, 2, brk_size); // GGSW product: (1 x 2) x (2 x 2)
 34
 35    let acc: usize;
 36    if extension_factor > 1 {
 37        acc = GLWECiphertext::bytes_of(module, basek, k_lut, rank) * extension_factor;
 38    } else {
 39        acc = 0;
 40    }
 41
 42    return acc + acc_big + acc_dft + acc_dft_add + vmp_res + xai_plus_y + xai_plus_y_dft + (vmp | module.vec_znx_big_normalize_tmp_bytes());
 43}
 44
 45pub fn cggi_blind_rotate<DataRes, DataIn>(
 46    module: &Module<FFT64>,
 47    res: &mut GLWECiphertext<DataRes>,
 48    lwe: &LWECiphertext<DataIn>,
 49    lut: &LookUpTable,
 50    brk: &BlindRotationKeyCGGI<FFT64>,
 51    scratch: &mut Scratch,
 52) where
 53    DataRes: AsRef<[u8]> + AsMut<[u8]>,
 54    DataIn: AsRef<[u8]>,
 55{
 56    if lut.extension_factor() > 1 {
 57        cggi_blind_rotate_block_binary_extended(module, res, lwe, lut, brk, scratch);
 58    } else if brk.block_size() > 1 {
 59        cggi_blind_rotate_block_binary(module, res, lwe, lut, brk, scratch);
 60    } else {
 61        todo!("implement this case")
 62    }
 63}
 64
 65pub(crate) fn cggi_blind_rotate_block_binary_extended<DataRes, DataIn>(
 66    module: &Module<FFT64>,
 67    res: &mut GLWECiphertext<DataRes>,
 68    lwe: &LWECiphertext<DataIn>,
 69    lut: &LookUpTable,
 70    brk: &BlindRotationKeyCGGI<FFT64>,
 71    scratch: &mut Scratch,
 72) where
 73    DataRes: AsRef<[u8]> + AsMut<[u8]>,
 74    DataIn: AsRef<[u8]>,
 75{
 76    let extension_factor: usize = lut.extension_factor();
 77    let basek: usize = res.basek();
 78
 79    let (mut acc, scratch1) = scratch.tmp_vec_glwe_ct(extension_factor, module, basek, res.k(), res.rank());
 80    let (mut acc_dft, scratch2) = scratch1.tmp_vec_fourier_glwe_ct(extension_factor, module, basek, brk.k(), res.rank());
 81    let (mut vmp_res, scratch3) = scratch2.tmp_vec_fourier_glwe_ct(extension_factor, module, basek, brk.k(), res.rank());
 82    let (mut acc_add_dft, scratch4) = scratch3.tmp_vec_fourier_glwe_ct(extension_factor, module, basek, brk.k(), res.rank());
 83
 84    (0..extension_factor).for_each(|i| {
 85        acc[i].data.zero();
 86    });
 87
 88    let (mut xai_plus_y, scratch5) = scratch4.tmp_scalar_znx(module, 1);
 89    let (mut xai_plus_y_dft, scratch6) = scratch5.tmp_scalar_znx_dft(module, 1);
 90    let (mut acc_add_big, scratch7) = scratch6.tmp_vec_znx_big(module, 1, brk.size());
 91
 92    let mut lwe_2n: Vec<i64> = vec![0i64; lwe.n() + 1]; // TODO: from scratch space
 93    let lwe_ref: LWECiphertext<&[u8]> = lwe.to_ref();
 94
 95    let two_n_ext: usize = 2 * lut.domain_size();
 96
 97    let cols: usize = res.rank() + 1;
 98
 99    negate_and_mod_switch_2n(two_n_ext, &mut lwe_2n, &lwe_ref);
100
101    let a: &[i64] = &lwe_2n[1..];
102    let b_pos: usize = ((lwe_2n[0] + two_n_ext as i64) % two_n_ext as i64) as usize;
103
104    let b_hi: usize = b_pos / extension_factor;
105    let b_lo: usize = b_pos % extension_factor;
106
107    for (i, j) in (0..b_lo).zip(extension_factor - b_lo..extension_factor) {
108        module.vec_znx_rotate(b_hi as i64 + 1, &mut acc[i].data, 0, &lut.data[j], 0);
109    }
110    for (i, j) in (b_lo..extension_factor).zip(0..extension_factor - b_lo) {
111        module.vec_znx_rotate(b_hi as i64, &mut acc[i].data, 0, &lut.data[j], 0);
112    }
113
114    let block_size: usize = brk.block_size();
115
116    izip!(
117        a.chunks_exact(block_size),
118        brk.data.chunks_exact(block_size)
119    )
120    .enumerate()
121    .for_each(|(i, (ai, ski))| {
122        (0..extension_factor).for_each(|i| {
123            (0..cols).for_each(|j| {
124                module.vec_znx_dft(1, 0, &mut acc_dft[i].data, j, &acc[i].data, j);
125            });
126            acc_add_dft[i].data.zero();
127        });
128
129        // TODO: first & last iterations can be optimized
130        izip!(ai.iter(), ski.iter()).for_each(|(aii, skii)| {
131            let ai_pos: usize = ((aii + two_n_ext as i64) % two_n_ext as i64) as usize;
132            let ai_hi: usize = ai_pos / extension_factor;
133            let ai_lo: usize = ai_pos % extension_factor;
134
135            // vmp_res = DFT(acc) * BRK[i]
136            (0..extension_factor).for_each(|i| {
137                module.vmp_apply(&mut vmp_res[i].data, &acc_dft[i].data, &skii.data, scratch7);
138            });
139
140            // Trivial case: no rotation between polynomials, we can directly multiply with (X^{-ai} - 1)
141            if ai_lo == 0 {
142                // DFT X^{-ai}
143                set_xai_plus_y(
144                    module,
145                    ai_hi as i64,
146                    -1,
147                    &mut xai_plus_y_dft,
148                    &mut xai_plus_y,
149                );
150
151                // Sets acc_add_dft[i] = (acc[i] * sk) * (X^{-ai} - 1)
152                (0..extension_factor).for_each(|j| {
153                    (0..cols).for_each(|i| {
154                        module.svp_apply_inplace(&mut vmp_res[j].data, i, &xai_plus_y_dft, 0);
155                        module.vec_znx_dft_add_inplace(&mut acc_add_dft[j].data, i, &vmp_res[j].data, i);
156                    });
157                });
158            // Non trivial case: rotation between polynomials
159            // In this case we can't directly multiply with (X^{-ai} - 1) because of the
160            // ring homomorphism R^{N} -> prod R^{N/extension_factor}, so we split the
161            // computation in two steps: acc_add_dft = (acc * sk) * (-1) + (acc * sk) * X^{-ai}
162            } else {
163                // Sets acc_add_dft[i] = acc[i] * sk
164                (0..extension_factor).for_each(|i| {
165                    (0..cols).for_each(|k| {
166                        module.vec_znx_dft_sub_ab_inplace(&mut acc_add_dft[i].data, k, &vmp_res[i].data, k);
167                    })
168                });
169
170                // DFT X^{-ai+1}
171                set_xai_plus_y(
172                    module,
173                    ai_hi as i64 + 1,
174                    0,
175                    &mut xai_plus_y_dft,
176                    &mut xai_plus_y,
177                );
178
179                // Sets acc_add_dft[0..ai_lo] += (acc[extension_factor - ai_lo..extension_factor] * sk) * X^{-ai+1}
180                for (i, j) in (0..ai_lo).zip(extension_factor - ai_lo..extension_factor) {
181                    module.vec_znx_rotate(b_hi as i64 + 1, &mut acc[i].data, 0, &lut.data[j], 0);
182                    (0..cols).for_each(|k| {
183                        module.svp_apply_inplace(&mut vmp_res[j].data, k, &xai_plus_y_dft, 0);
184                        module.vec_znx_dft_add_inplace(&mut acc_add_dft[i].data, k, &vmp_res[j].data, k);
185                    });
186                }
187
188                // DFT X^{-ai}
189                set_xai_plus_y(
190                    module,
191                    ai_hi as i64,
192                    0,
193                    &mut xai_plus_y_dft,
194                    &mut xai_plus_y,
195                );
196
197                // Sets acc_add_dft[ai_lo..extension_factor] += (acc[0..extension_factor - ai_lo] * sk) * X^{-ai}
198                for (i, j) in (ai_lo..extension_factor).zip(0..extension_factor - ai_lo) {
199                    module.vec_znx_rotate(b_hi as i64, &mut acc[i].data, 0, &lut.data[j], 0);
200                    (0..cols).for_each(|k| {
201                        module.svp_apply_inplace(&mut vmp_res[j].data, k, &xai_plus_y_dft, 0);
202                        module.vec_znx_dft_add_inplace(&mut acc_add_dft[i].data, k, &vmp_res[j].data, k);
203                    });
204                }
205            }
206        });
207
208        (0..extension_factor).for_each(|j| {
209            (0..cols).for_each(|i| {
210                module.vec_znx_dft_add_inplace(&mut acc_dft[j].data, i, &acc_add_dft[j].data, i);
211                module.vec_znx_idft(&mut acc_add_big, 0, &acc_dft[j].data, i, scratch7);
212                module.vec_znx_big_normalize(basek, &mut acc[j].data, i, &acc_add_big, 0, scratch7);
213            });
214        });
215    });
216
217    (0..cols).for_each(|i| {
218        module.vec_znx_copy(&mut res.data, i, &acc[0].data, i);
219    });
220}
221
222fn set_xai_plus_y(
223    module: &Module<FFT64>,
224    k: i64,
225    y: i64,
226    res: &mut ScalarZnxDft<&mut [u8], FFT64>,
227    buf: &mut ScalarZnx<&mut [u8]>,
228) {
229    buf.zero();
230    buf.at_mut(0, 0)[0] = 1;
231    module.vec_znx_rotate_inplace(k, buf, 0);
232    buf.at_mut(0, 0)[0] += y;
233    module.svp_prepare(res, 0, buf, 0);
234}
235
236pub(crate) fn cggi_blind_rotate_block_binary<DataRes, DataIn>(
237    module: &Module<FFT64>,
238    res: &mut GLWECiphertext<DataRes>,
239    lwe: &LWECiphertext<DataIn>,
240    lut: &LookUpTable,
241    brk: &BlindRotationKeyCGGI<FFT64>,
242    scratch: &mut Scratch,
243) where
244    DataRes: AsRef<[u8]> + AsMut<[u8]>,
245    DataIn: AsRef<[u8]>,
246{
247    let basek: usize = res.basek();
248
249    let mut lwe_2n: Vec<i64> = vec![0i64; lwe.n() + 1]; // TODO: from scratch space
250    let mut out_mut: GLWECiphertext<&mut [u8]> = res.to_mut();
251    let lwe_ref: LWECiphertext<&[u8]> = lwe.to_ref();
252
253    let cols: usize = out_mut.rank() + 1;
254
255    negate_and_mod_switch_2n(2 * lut.domain_size(), &mut lwe_2n, &lwe_ref);
256
257    let a: &[i64] = &lwe_2n[1..];
258    let b: i64 = lwe_2n[0];
259
260    out_mut.data.zero();
261
262    // Initialize out to X^{b} * LUT(X)
263    module.vec_znx_rotate(-b, &mut out_mut.data, 0, &lut.data[0], 0);
264
265    let block_size: usize = brk.block_size();
266
267    // ACC + [sum DFT(X^ai -1) * (DFT(ACC) x BRKi)]
268
269    let (mut acc_dft, scratch1) = scratch.tmp_fourier_glwe_ct(module, brk.basek(), out_mut.k(), out_mut.rank());
270    let (mut acc_add_dft, scratch2) = scratch1.tmp_fourier_glwe_ct(module, brk.basek(), out_mut.k(), out_mut.rank());
271    let (mut vmp_res, scratch3) = scratch2.tmp_fourier_glwe_ct(module, basek, out_mut.k(), out_mut.rank());
272    let (mut xai_plus_y, scratch4) = scratch3.tmp_scalar_znx(module, 1);
273    let (mut xai_plus_y_dft, scratch5) = scratch4.tmp_scalar_znx_dft(module, 1);
274
275    let start: Instant = Instant::now();
276    izip!(
277        a.chunks_exact(block_size),
278        brk.data.chunks_exact(block_size)
279    )
280    .for_each(|(ai, ski)| {
281        out_mut.dft(module, &mut acc_dft);
282        acc_add_dft.data.zero();
283
284        izip!(ai.iter(), ski.iter()).for_each(|(aii, skii)| {
285            // vmp_res = DFT(acc) * BRK[i]
286            module.vmp_apply(&mut vmp_res.data, &acc_dft.data, &skii.data, scratch5);
287
288            // DFT(X^ai -1)
289            set_xai_plus_y(module, *aii, -1, &mut xai_plus_y_dft, &mut xai_plus_y);
290
291            // DFT(X^ai -1) * (DFT(acc) * BRK[i])
292            (0..cols).for_each(|i| {
293                module.svp_apply_inplace(&mut vmp_res.data, i, &xai_plus_y_dft, 0);
294                module.vec_znx_dft_add_inplace(&mut acc_add_dft.data, i, &vmp_res.data, i);
295            });
296        });
297
298        (0..cols).for_each(|i| {
299            module.vec_znx_dft_add_inplace(&mut acc_dft.data, i, &acc_add_dft.data, i);
300        });
301
302        acc_dft.idft(module, &mut out_mut, scratch5);
303    });
304    let duration: std::time::Duration = start.elapsed();
305}
306
307pub(crate) fn negate_and_mod_switch_2n(n: usize, res: &mut [i64], lwe: &LWECiphertext<&[u8]>) {
308    let basek: usize = lwe.basek();
309
310    let log2n: usize = usize::BITS as usize - (n - 1).leading_zeros() as usize + 1;
311
312    res.copy_from_slice(&lwe.data.at(0, 0));
313    res.iter_mut().for_each(|x| *x = -*x);
314
315    if basek > log2n {
316        let diff: usize = basek - log2n;
317        res.iter_mut().for_each(|x| {
318            *x = div_signed_by_pow2(x, diff);
319        })
320    } else {
321        let rem: usize = basek - (log2n % basek);
322        let size: usize = log2n.div_ceil(basek);
323        (1..size).for_each(|i| {
324            if i == size - 1 && rem != basek {
325                let k_rem: usize = basek - rem;
326                izip!(lwe.data.at(0, i).iter(), res.iter_mut()).for_each(|(x, y)| {
327                    *y = (*y << k_rem) + (x >> rem);
328                });
329            } else {
330                izip!(lwe.data.at(0, i).iter(), res.iter_mut()).for_each(|(x, y)| {
331                    *y = (*y << basek) + x;
332                });
333            }
334        })
335    }
336}
337
338#[inline(always)]
339fn div_signed_by_pow2(x: &i64, k: usize) -> i64 {
340    let bias: i64 = (1 << k) - 1;
341    (x + ((x >> 63) & bias)) >> k
342}