zero-network 0.1.10

Zero network privacy-preserving blockchain
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                <ol class="chapter"><li class="chapter-item expanded "><a href="0_0_zero_network.html"><strong aria-hidden="true">1.</strong> Zero Network</a></li><li class="chapter-item expanded "><a href="1_0_overview.html"><strong aria-hidden="true">2.</strong> Overview</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="1_1_what_is_privacy.html"><strong aria-hidden="true">2.1.</strong> What is Privacy</a></li><li class="chapter-item expanded "><a href="1_2_hide_transfer_amount.html"><strong aria-hidden="true">2.2.</strong> Hide Transfer Amount</a></li><li class="chapter-item expanded "><a href="1_3_gas_limit.html"><strong aria-hidden="true">2.3.</strong> Gas Limit</a></li><li class="chapter-item expanded "><a href="1_4_zero_knowledge_scheme.html"><strong aria-hidden="true">2.4.</strong> Zero Knowledge Scheme</a></li><li class="chapter-item expanded "><a href="1_5_transaction_constraints.html"><strong aria-hidden="true">2.5.</strong> Transaction Constraints</a></li></ol></li><li class="chapter-item expanded "><a href="2_0_transaction_constraints.html"><strong aria-hidden="true">3.</strong> Transaction Constraints</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="2_1_confidential_transfer.html"><strong aria-hidden="true">3.1.</strong> Confidential Transfer</a></li><li class="chapter-item expanded "><a href="2_2_confidential_smart_contract.html"><strong aria-hidden="true">3.2.</strong> Confidential Smart Contract</a></li></ol></li><li class="chapter-item expanded "><a href="3_0_primitive.html"><strong aria-hidden="true">4.</strong> Primitive</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="3_1_crypto.html"><strong aria-hidden="true">4.1.</strong> Crypto</a></li><li class="chapter-item expanded "><a href="3_2_jubjub.html"><strong aria-hidden="true">4.2.</strong> Jubjub</a></li><li class="chapter-item expanded "><a href="3_3_bls12_381.html"><strong aria-hidden="true">4.3.</strong> Bls12 381</a></li><li class="chapter-item expanded "><a href="3_4_elgamal.html"><strong aria-hidden="true">4.4.</strong> ElGamal</a></li><li class="chapter-item expanded "><a href="3_5_pairing.html"><strong aria-hidden="true">4.5.</strong> Pairing</a></li></ol></li><li class="chapter-item expanded "><a href="4_0_pallet.html"><strong aria-hidden="true">5.</strong> Pallet</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="4_1_plonk.html"><strong aria-hidden="true">5.1.</strong> Plonk</a></li><li class="chapter-item expanded "><a href="4_2_encrypted_balance.html"><strong aria-hidden="true">5.2.</strong> Encrypted Balance</a></li><li class="chapter-item expanded "><a href="4_3_confidential_transfer.html"><strong aria-hidden="true">5.3.</strong> Confidential Transfer</a></li></ol></li><li class="chapter-item expanded "><a href="5_0_related_tools.html"><strong aria-hidden="true">6.</strong> Related Tools</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="5_1_stealth_address.html"><strong aria-hidden="true">6.1.</strong> Stealth Address</a></li><li class="chapter-item expanded "><a href="5_2_pedersen_commitment.html"><strong aria-hidden="true">6.2.</strong> Pedersen Commitment</a></li><li class="chapter-item expanded "><a href="5_3_non_interactive_zero_knowlege_proof.html"><strong aria-hidden="true">6.3.</strong> Non Interactive Zero Knowledge Proof</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="5_3_1_qap.html"><strong aria-hidden="true">6.3.1.</strong> QAP</a></li><li class="chapter-item expanded "><a href="5_3_2_polynomial_commitment.html"><strong aria-hidden="true">6.3.2.</strong> Polynomial Commitment</a></li><li class="chapter-item expanded "><a href="5_3_3_homomorphic_encryption.html"><strong aria-hidden="true">6.3.3.</strong> Homomorphic Encryption</a></li></ol></li></ol></li><li class="chapter-item expanded "><a href="6_0_tutorial.html"><strong aria-hidden="true">7.</strong> Tutorial</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="6_1_plonk_pallet.html"><strong aria-hidden="true">7.1.</strong> pallet-plonk</a></li><li class="chapter-item expanded "><a href="6_2_confidential_transfer.html" class="active"><strong aria-hidden="true">7.2.</strong> confidential_transfer</a></li></ol></li><li class="chapter-item expanded "><a href="7_0_frequent_errors.html"><strong aria-hidden="true">8.</strong> Frequent Errors</a></li></ol>
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                        <h1 id="confidential_transfer"><a class="header" href="#confidential_transfer">confidential_transfer</a></h1>
<p>In this tutorial, we are going to generate test data and test its functionalities. We assume that you already unserstand what <a href="./2_1_confidential_transfer.html">Confidential Transfer</a> is.</p>
<p>The steps are following.</p>
<ol>
<li>Define the <code>confidential_transfer</code> as depencencies</li>
<li>Generate test data used for <code>confidential_transfer</code></li>
<li>Test funcitonalities</li>
</ol>
<h2 id="1-define-the-confidential_transfer-as-depencencies"><a class="header" href="#1-define-the-confidential_transfer-as-depencencies">1. Define the confidential_transfer as depencencies</a></h2>
<p>First of all, you need to define the <code>confidential_transfer</code>.</p>
<ul>
<li><your-pallet>/Cargo.toml</li>
</ul>
<pre><code class="language-toml">confidential_transfer = { git = &quot;https://github.com/zero-network/zero&quot;, branch = &quot;master&quot;, default-features = false }
pallet_encrypted_balance = { git = &quot;https://github.com/zero-network/zero&quot;, branch = &quot;master&quot;, default-features = false }
pallet_plonk = { git = &quot;https://github.com/zero-network/zero&quot;, branch = &quot;master&quot;, default-features = false }
zero_elgamal = { git = &quot;https://github.com/zero-network/zero&quot;, branch = &quot;master&quot;, default-features = false }
zero_bls12_381 = { git = &quot;https://github.com/zero-network/zero&quot;, branch = &quot;master&quot;, default-features = false }
rand_core = {version=&quot;0.6&quot;, default-features = false }
</code></pre>
<p>The <code>confidential_transfer</code> depends on <code>rand_core</code> so please import it.</p>
<h2 id="2-generate-test-data-used-for-confidential_transfer"><a class="header" href="#2-generate-test-data-used-for-confidential_transfer">2. Generate test data used for <code>confidential_transfer</code></a></h2>
<p>Secondly, we would like like to setup the Alice and Bob account on testing runtime. Define the <code>new_test_ext</code> for genesis config and reflect the testing data for runtime storage.</p>
<pre><pre class="playground"><code class="language-rust"><span class="boring">#![allow(unused)]
</span><span class="boring">fn main() {
</span>fn new_test_ext(
    alice_address: u64,
    alice_private_key: Fp,
    alice_balance: u32,
    alice_radomness: Fp,
    bob_private_key: Fp,
    bob_address: u64,
    bob_balance: u32,
    bob_radomness: Fp,
) -&gt; sp_io::TestExternalities {
    let alice_balance = EncryptedNumber::encrypt(alice_private_key, alice_balance, alice_radomness);
    let bob_balance = EncryptedNumber::encrypt(bob_private_key, bob_balance, bob_radomness);

    let mut t = frame_system::GenesisConfig::default()
        .build_storage::&lt;TestRuntime&gt;()
        .unwrap();
    pallet_encrypted_balance::GenesisConfig::&lt;TestRuntime&gt; {
        balances: vec![(alice_address, alice_balance), (bob_address, bob_balance)],
    }
    .assimilate_storage(&amp;mut t)
    .unwrap();

    let mut ext = sp_io::TestExternalities::new(t);
    ext.execute_with(|| System::set_block_number(1));
    ext
}
<span class="boring">}</span></code></pre></pre>
<p>Thirdly, we define <code>generate_default_test_data</code> to generate parameters used for <code>confidential_transfer</code>.</p>
<pre><pre class="playground"><code class="language-rust"><span class="boring">#![allow(unused)]
</span><span class="boring">fn main() {
</span>fn generate_default_test_data() -&gt; (u64, Fp, u16, Fp, Fp, u64, u16, Fp, u16, u16, u16) {
    let mut rng = rand::thread_rng();

    let alice_address = rng.gen::&lt;u64&gt;();
    let alice_private_key = Fp::random(OsRng);
    let alice_balance = rng.gen::&lt;u16&gt;();
    let alice_radomness = Fp::random(OsRng);
    let bob_private_key = Fp::random(OsRng);
    let bob_address = rng.gen::&lt;u64&gt;();
    let bob_balance = rng.gen::&lt;u16&gt;();
    let bob_radomness = Fp::random(OsRng);
    let transfer_amount = rng.gen_range(0..alice_balance);
    let alice_after_balance = alice_balance - transfer_amount;
    let bob_after_balance = bob_balance + transfer_amount;

    (
        alice_address,
        alice_private_key,
        alice_balance,
        alice_radomness,
        bob_private_key,
        bob_address,
        bob_balance,
        bob_radomness,
        transfer_amount,
        alice_after_balance,
        bob_after_balance,
    )
}
<span class="boring">}</span></code></pre></pre>
<h2 id="3-test-funcitonalities"><a class="header" href="#3-test-funcitonalities">3. Test funcitonalities</a></h2>
<p>Finally, we combine previous sections together and test functionalities.</p>
<pre><pre class="playground"><code class="language-rust">fn main() {
    let k = 14;
    let label = b&quot;verify&quot;;
    let mut rng = get_rng();
    let (
        alice_address,
        alice_private_key,
        alice_balance,
        alice_radomness,
        bob_private_key,
        bob_address,
        bob_balance,
        bob_radomness,
        transfer_amount,
        alice_after_balance,
        bob_after_balance,
        transfer_randomness,
    ) = generate_default_test_data();
    new_test_ext(
        alice_address,
        alice_private_key,
        alice_balance,
        alice_radomness,
        bob_private_key,
        bob_address,
        bob_balance,
        bob_radomness,
    )
    .execute_with(|| {
        // default balance decryption check
        let alice_encrypted_balance = ConfidentialTransfer::total_balance(&amp;alice_address);
        let alice_raw_balance = alice_encrypted_balance.decrypt(alice_private_key);
        let bob_encrypted_balance = ConfidentialTransfer::total_balance(&amp;bob_address);
        let bob_raw_balance = bob_encrypted_balance.decrypt(bob_private_key);

        assert_eq!(alice_raw_balance.unwrap() as u16, alice_balance);
        assert_eq!(bob_raw_balance.unwrap() as u16, bob_balance);

        // trusted setup check
        let result =
            ConfidentialTransfer::trusted_setup(Origin::signed(alice_address), k, rng.clone());
        assert_ok!(result);

        // proof generation
        let pp = Plonk::public_parameter().unwrap();
        let alice_public_key = GENERATOR_EXTENDED * alice_private_key;
        let bob_public_key = GENERATOR_EXTENDED * bob_private_key;
        let transfer_amount_scalar = Fp::from(transfer_amount as u64);
        let alice_after_balance_scalar = Fp::from(alice_after_balance as u64);

        let alice_balance =
            EncryptedNumber::encrypt(alice_private_key, alice_balance.into(), alice_radomness);
        let alice_transfer_amount = EncryptedNumber::encrypt(
            alice_private_key,
            transfer_amount.into(),
            transfer_randomness,
        );
        let bob_encrypted_transfer_amount =
            (GENERATOR_EXTENDED * transfer_amount_scalar) + (bob_public_key * transfer_randomness);
        let alice_public_key = JubJubAffine::from(alice_public_key);
        let bob_public_key = JubJubAffine::from(bob_public_key);
        let bob_encrypted_transfer_amount = JubJubAffine::from(bob_encrypted_transfer_amount);
        let bob_encrypted_transfer_amount_other = (GENERATOR_EXTENDED * transfer_randomness).into();

        let confidential_transfer_circuit = ConfidentialTransferCircuit::new(
            alice_public_key,
            bob_public_key,
            alice_balance,
            alice_transfer_amount,
            bob_encrypted_transfer_amount,
            alice_private_key,
            transfer_amount_scalar,
            alice_after_balance_scalar,
            transfer_randomness,
        );
        let prover = Compiler::compile::&lt;ConfidentialTransferCircuit&gt;(&amp;pp, label)
            .expect(&quot;failed to compile circuit&quot;);
        let proof = prover
            .0
            .prove(&amp;mut rng, &amp;confidential_transfer_circuit)
            .expect(&quot;failed to prove&quot;);

        // confidential transfer check
        let transaction_params = ConfidentialTransferTransaction::new(
            alice_public_key,
            bob_public_key,
            alice_transfer_amount,
            bob_encrypted_transfer_amount,
            bob_encrypted_transfer_amount_other,
        );
        let result = ConfidentialTransfer::confidential_transfer(
            Origin::signed(alice_address),
            bob_address,
            proof.0,
            transaction_params,
        );
        assert_ok!(result);

        // balance transition check
        let alice_balance = ConfidentialTransfer::total_balance(&amp;alice_address);
        let alice_raw_balance = alice_balance.decrypt(alice_private_key);
        let bob_balance = ConfidentialTransfer::total_balance(&amp;bob_address);
        let bob_raw_balance = bob_balance.decrypt(bob_private_key);

        assert_eq!(alice_raw_balance.unwrap() as u16, alice_after_balance);
        assert_eq!(bob_raw_balance.unwrap() as u16, bob_after_balance);
    })
}</code></pre></pre>
<p>With above tests, we can confirm that confidential transfer works correctly. You can check the <code>confidential_transfer</code> example <a href="https://github.com/zero-network/zero/confidential_transfer.rs">here</a>. Happy hacking!</p>

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