mirror of
https://github.com/arnaucube/poulpy.git
synced 2026-02-10 13:16:44 +01:00
332 lines
11 KiB
Rust
332 lines
11 KiB
Rust
use std::collections::HashMap;
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use poulpy_core::{
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GLWEDecrypt, GLWEEncryptSk, ScratchTakeCore,
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layouts::{
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Base2K, Degree, Dnum, Dsize, GGLWEToGGSWKeyLayout, GGSWLayout, GGSWPreparedFactory, GLWEAutomorphismKeyLayout,
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GLWELayout, GLWESecret, GLWESecretPrepared, GLWESecretPreparedFactory, GLWESwitchingKeyLayout, GLWEToLWEKeyLayout,
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LWESecret, Rank, TorusPrecision,
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},
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};
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use poulpy_hal::{
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api::{ModuleN, ModuleNew, ScratchOwnedAlloc, ScratchOwnedBorrow},
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layouts::{Backend, Module, Scratch, ScratchOwned},
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source::Source,
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};
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use poulpy_schemes::bin_fhe::{
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bdd_arithmetic::{
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Add, BDDKey, BDDKeyEncryptSk, BDDKeyLayout, BDDKeyPrepared, BDDKeyPreparedFactory, ExecuteBDDCircuit2WTo1W, FheUint,
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FheUintPrepare, FheUintPrepared, GLWEBlindSelection, Xor,
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},
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blind_rotation::{BlindRotationAlgo, BlindRotationKey, BlindRotationKeyFactory, BlindRotationKeyLayout, CGGI},
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circuit_bootstrapping::CircuitBootstrappingKeyLayout,
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};
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use rand::Rng;
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#[cfg(all(feature = "enable-avx", target_arch = "x86_64"))]
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use poulpy_cpu_avx::FFT64Avx;
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#[cfg(not(all(feature = "enable-avx", target_arch = "x86_64")))]
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use poulpy_cpu_ref::FFT64Ref;
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// This example demonstrates and end-to-end example usage of the BDD arithmetic API
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// It includes all steps including:
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//
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// - Parameter Selection
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// - Key Generation
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// - Input Encryption
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//
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// - Key preparation
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// - Input Preparation
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// - Operation Execution
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//
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// - Result Decryption
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//
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// There also is an example use of the GLWE Blind Selection operation,
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// which can choose between any number of encrypted fheuint inputs
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fn example_bdd_arithmetic<BE: Backend, BRA: BlindRotationAlgo>()
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where
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Module<BE>: ModuleNew<BE>
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+ ModuleN
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+ GLWESecretPreparedFactory<BE>
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+ GLWEDecrypt<BE>
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+ GGSWPreparedFactory<BE>
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+ GLWEEncryptSk<BE>
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+ BDDKeyEncryptSk<BRA, BE>
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+ BDDKeyPreparedFactory<BRA, BE>
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+ FheUintPrepare<BRA, BE>
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+ ExecuteBDDCircuit2WTo1W<BE>
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+ GLWEBlindSelection<u32, BE>,
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BlindRotationKey<Vec<u8>, BRA>: BlindRotationKeyFactory<BRA>, // TODO find a way to remove this bound or move it to CBT KEY
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ScratchOwned<BE>: ScratchOwnedAlloc<BE> + ScratchOwnedBorrow<BE>,
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Scratch<BE>: ScratchTakeCore<BE>,
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{
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////////// Parameter Selection
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const N_GLWE: u32 = 1024;
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const N_LWE: u32 = 567;
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const BINARY_BLOCK_SIZE: u32 = 7;
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const BASE2K: u32 = 17;
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const RANK: u32 = 1;
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// GLWE layout, used to generate GLWE Ciphertexts, keys, switching keys, etc
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let glwe_layout = GLWELayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(2 * BASE2K),
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rank: Rank(RANK),
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};
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// Used to generate GGSW Ciphertexts
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let ggsw_layout = GGSWLayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(3 * BASE2K),
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rank: Rank(RANK),
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dnum: Dnum(3),
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dsize: Dsize(1),
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};
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// Used to generate BDD Keys, for the arithmetic operations
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let bdd_layout = BDDKeyLayout {
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cbt_layout: CircuitBootstrappingKeyLayout {
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brk_layout: BlindRotationKeyLayout {
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n_glwe: Degree(N_GLWE),
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n_lwe: Degree(N_LWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(4 * BASE2K),
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dnum: Dnum(4),
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rank: Rank(RANK),
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},
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atk_layout: GLWEAutomorphismKeyLayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(4 * BASE2K),
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dnum: Dnum(4),
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dsize: Dsize(1),
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rank: Rank(RANK),
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},
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tsk_layout: GGLWEToGGSWKeyLayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(4 * BASE2K),
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dnum: Dnum(4),
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dsize: Dsize(1),
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rank: Rank(RANK),
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},
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},
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ks_glwe_layout: Some(GLWESwitchingKeyLayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(4 * BASE2K),
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dnum: Dnum(4),
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dsize: Dsize(1),
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rank_in: Rank(RANK),
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rank_out: Rank(1),
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}),
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ks_lwe_layout: GLWEToLWEKeyLayout {
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n: Degree(N_GLWE),
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base2k: Base2K(BASE2K),
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k: TorusPrecision(4 * BASE2K),
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rank_in: Rank(1),
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dnum: Dnum(4),
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},
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};
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let module = Module::<BE>::new(N_GLWE as u64);
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// Secret key sampling source
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let mut source_xs: Source = Source::new([1u8; 32]);
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// Public randomness sampling source
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let mut source_xa: Source = Source::new([1u8; 32]);
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// Noise sampling source
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let mut source_xe: Source = Source::new([1u8; 32]);
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// Scratch space (4MB)
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let mut scratch: ScratchOwned<BE> = ScratchOwned::alloc(1 << 22);
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////////// Key Generation and Preparation
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// Generating the GLWE and LWE key
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let mut sk_glwe = GLWESecret::alloc_from_infos(&glwe_layout);
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sk_glwe.fill_ternary_prob(0.5, &mut source_xs);
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let mut sk_lwe = LWESecret::alloc(bdd_layout.cbt_layout.brk_layout.n_lwe);
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sk_lwe.fill_binary_block(BINARY_BLOCK_SIZE as usize, &mut source_xs);
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// Preparing the private keys
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let mut sk_glwe_prepared = GLWESecretPrepared::alloc_from_infos(&module, &glwe_layout);
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sk_glwe_prepared.prepare(&module, &sk_glwe);
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// Creating the public BDD Key
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// This key is required to prepare all Fhe Integers for operations,
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// and for performing the operations themselves
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let mut bdd_key: BDDKey<Vec<u8>, BRA> = BDDKey::alloc_from_infos(&bdd_layout);
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bdd_key.encrypt_sk(
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&module,
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&sk_lwe,
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&sk_glwe,
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&mut source_xa,
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&mut source_xe,
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scratch.borrow(),
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);
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////////// Input Encryption
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// Encrypting the inputs
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let input_a = 255_u32;
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let input_b = 30_u32;
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let mut a_enc: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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a_enc.encrypt_sk(
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&module,
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input_a,
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&sk_glwe_prepared,
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&mut source_xa,
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&mut source_xe,
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scratch.borrow(),
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);
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let mut b_enc: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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b_enc.encrypt_sk(
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&module,
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input_b,
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&sk_glwe_prepared,
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&mut source_xa,
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&mut source_xe,
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scratch.borrow(),
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);
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//////// Homomorphic computation starts here ////////
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// Preparing the BDD Key
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// The BDD key must be prepared once before any operation is performed
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let mut bdd_key_prepared: BDDKeyPrepared<Vec<u8>, BRA, BE> = BDDKeyPrepared::alloc_from_infos(&module, &bdd_layout);
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bdd_key_prepared.prepare(&module, &bdd_key, scratch.borrow());
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// Input Preparation
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// Before each operation, the inputs to that operation must be prepared
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// Preparation extracts each bit of the integer into a seperate GLWE ciphertext and bootstraps it into a GGSW ciphertext
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let mut a_enc_prepared: FheUintPrepared<Vec<u8>, u32, BE> = FheUintPrepared::alloc_from_infos(&module, &ggsw_layout);
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a_enc_prepared.prepare(&module, &a_enc, &bdd_key_prepared, scratch.borrow());
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let mut b_enc_prepared: FheUintPrepared<Vec<u8>, u32, BE> = FheUintPrepared::alloc_from_infos(&module, &ggsw_layout);
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b_enc_prepared.prepare(&module, &b_enc, &bdd_key_prepared, scratch.borrow());
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// Allocating the intermediate ciphertext c_enc
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let mut c_enc: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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// Performing the operation
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c_enc.add(
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&module,
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&a_enc_prepared,
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&b_enc_prepared,
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&bdd_key_prepared,
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scratch.borrow(),
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);
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// Preparing the intermediate result ciphertext, c_enc, for the next operation
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let mut c_enc_prepared: FheUintPrepared<Vec<u8>, u32, BE> = FheUintPrepared::alloc_from_infos(&module, &ggsw_layout);
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c_enc_prepared.prepare(&module, &c_enc, &bdd_key_prepared, scratch.borrow());
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// Creating the output ciphertext d_enc
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let mut selected_enc: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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selected_enc.xor(
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&module,
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&c_enc_prepared,
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&a_enc_prepared,
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&bdd_key_prepared,
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scratch.borrow(),
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);
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//////// Homomorphic computation ends here ////////
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// Decrypting the result
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let d_dec = selected_enc.decrypt(&module, &sk_glwe_prepared, scratch.borrow());
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// d = (a + b) ^ a
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let d_correct = (input_a.wrapping_add(input_b)) ^ input_a;
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println!("Result: {} == {}", d_dec, d_correct);
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// List of available operations are:
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// - add: addition
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// - sub: subtraction
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// - sll: left shift logical
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// - sra: right shift arithmetic
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// - srl: right shift logical
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// - slt: less than
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// - sltu: less than unsigned
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// - and: bitwise and
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// - or: bitwise or
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// - xor: bitwise xor
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///////////////////////////// GLWE Blind Selection
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// This example demonstrates the use of the GLWE Blind Selection operation
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// It can choose between any number of encrypted fheuint inputs
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// using an encrypted fheuint selector
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let log_2_number_of_inputs: usize = 5;
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let number_of_inputs: usize = 1 << log_2_number_of_inputs;
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let inputs_a_vec: Vec<u32> = (0..number_of_inputs)
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.map(|_| rand::rng().random_range(0..u32::MAX - 1))
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.collect();
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let input_selector: u32 = rand::rng().random_range(0..number_of_inputs as u32);
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let mut inputs_a_enc_vec: Vec<FheUint<Vec<u8>, u32>> = Vec::new();
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for input in &inputs_a_vec {
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let mut next_input: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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next_input.encrypt_sk(
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&module,
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*input,
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&sk_glwe_prepared,
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&mut source_xa,
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&mut source_xe,
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scratch.borrow(),
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);
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inputs_a_enc_vec.push(next_input);
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}
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let mut inputs_a_enc_vec_map: HashMap<usize, &mut FheUint<Vec<u8>, u32>> = HashMap::new();
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for (i, input) in inputs_a_enc_vec.iter_mut().enumerate() {
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inputs_a_enc_vec_map.insert(i, input);
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}
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let mut input_selector_enc: FheUint<Vec<u8>, u32> = FheUint::alloc_from_infos(&glwe_layout);
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input_selector_enc.encrypt_sk(
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&module,
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input_selector,
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&sk_glwe_prepared,
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&mut source_xa,
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&mut source_xe,
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scratch.borrow(),
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);
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let mut input_selector_enc_prepared: FheUintPrepared<Vec<u8>, u32, BE> =
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FheUintPrepared::alloc_from_infos(&module, &ggsw_layout);
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input_selector_enc_prepared.prepare(
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&module,
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&input_selector_enc,
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&bdd_key_prepared,
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scratch.borrow(),
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);
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module.glwe_blind_selection(
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&mut selected_enc,
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inputs_a_enc_vec_map,
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&input_selector_enc_prepared,
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0,
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log_2_number_of_inputs,
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scratch.borrow(),
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);
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let selected_dec = selected_enc.decrypt(&module, &sk_glwe_prepared, scratch.borrow());
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let selected_correct = inputs_a_vec[input_selector as usize];
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println!("Result: {} == {}", selected_dec, selected_correct);
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}
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fn main() {
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#[cfg(all(feature = "enable-avx", target_arch = "x86_64"))]
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example_bdd_arithmetic::<FFT64Avx, CGGI>();
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#[cfg(not(all(feature = "enable-avx", target_arch = "x86_64")))]
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example_bdd_arithmetic::<FFT64Ref, CGGI>();
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}
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