Protocolo Base

Sigma Protocol

Three-move interactive proof (commit, challenge, response) proving knowledge of a secret without revealing it. Used in Solana's confidential transfers: the sender proves they have sufficient balance and the transfer is valid without revealing amounts. Can be made non-interactive via Fiat-Shamir heuristic.

IDsigma-protocolAliasZero-Knowledge Proof Protocol

Lectura rápida

Empieza por la explicación más corta y útil antes de profundizar.

Three-move interactive proof (commit, challenge, response) proving knowledge of a secret without revealing it. Used in Solana's confidential transfers: the sender proves they have sufficient balance and the transfer is valid without revealing amounts. Can be made non-interactive via Fiat-Shamir heuristic.

Modelo mental

Usa primero la analogía corta para razonar mejor sobre el término cuando aparezca en código, docs o prompts.

Piensa en esto como parte del engranaje que mantiene funcionando el orden, la ejecución o el consenso de la red.

Contexto técnico

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Consenso, rotación de líderes, slots, epochs y el runtime.

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Sigma Protocol (sigma-protocol)
Categoría: Protocolo Base
Definición: Three-move interactive proof (commit, challenge, response) proving knowledge of a secret without revealing it. Used in Solana's confidential transfers: the sender proves they have sufficient balance and the transfer is valid without revealing amounts. Can be made non-interactive via Fiat-Shamir heuristic.
Aliases: Zero-Knowledge Proof Protocol
Relacionados: Zero-Knowledge Proofs (ZKP), ElGamal Encryption, Groth16
Glossary Copilot

Haz preguntas de Solana con contexto aterrizado sin salir del glosario.

Usa contexto del glosario, relaciones entre términos, modelos mentales y builder paths para recibir respuestas estructuradas en vez de output genérico.

Abrir workspace completa del Copilot
Explicar este código

Opcional: pega código Anchor, Solana o Rust para que el Copilot mapee primitivas de vuelta al glosario.

Haz una pregunta aterrizada en el glosario

Haz una pregunta aterrizada en el glosario

El Copilot responderá usando el término actual, conceptos relacionados, modelos mentales y el grafo alrededor del glosario.

Grafo conceptual

Ve el término como parte de una red, no como una definición aislada.

Estas ramas muestran qué conceptos toca este término directamente y qué existe una capa más allá de ellos.

Rama

Zero-Knowledge Proofs (ZKP)

A zero-knowledge proof is a cryptographic protocol by which a prover convinces a verifier that a statement is true — for example, that a state transition is valid — without revealing any information beyond the truth of the statement itself, satisfying the properties of completeness, soundness, and zero-knowledge. In Solana's ecosystem, ZKPs are used by ZK Compression (via Groth16 SNARKs) to prove correct state transitions for compressed accounts without storing full account state on-chain, and by the Token-2022 Confidential Transfers extension (via ElGamal encryption and range proofs) to prove token balances are non-negative without revealing the actual amounts. Solana's BPF VM exposes the alt_bn128 elliptic curve syscall to make on-chain Groth16 proof verification computationally feasible within the 1.4M compute unit budget.

Rama

ElGamal Encryption

ElGamal encryption is a public-key cryptosystem based on the Diffie-Hellman problem over an elliptic curve group, providing additive homomorphism — meaning the encryption of a sum of values equals the product of their individual ciphertexts — which makes it suitable for confidential token balance accounting where balances can be updated without decrypting them. On Solana, the Token-2022 Confidential Transfers extension uses Twisted ElGamal encryption over the Ristretto255 curve to encrypt token balances in token accounts, so transfers update encrypted balances homomorphically while zero-knowledge range proofs (proving a balance is non-negative and a transfer amount is within bounds) prevent overdrafts without revealing any amounts. Each confidential token account stores a pending encrypted incoming balance and an available encrypted balance, and the account owner uses their ElGamal private key to decrypt and rotate balances via ZK-proof-accompanied instructions.

Rama

Groth16

Groth16 is a highly efficient zk-SNARK proving system introduced by Jens Groth in 2016 that produces constant-size proofs (128 bytes: two G1 points and one G2 point on a pairing-friendly elliptic curve) with constant-time verification regardless of circuit complexity, making it the preferred proof system for on-chain verification where calldata and compute costs are constrained. Light Protocol uses Groth16 proofs over the BN254 curve (known as alt_bn128 in Ethereum tooling) to verify compressed account state transitions on Solana, leveraging the native alt_bn128 pairing and point-addition syscalls added to the SVM to keep verification within the per-transaction compute unit limit. The trade-off is that Groth16 requires a trusted setup ceremony per circuit, producing a structured reference string (SRS) whose security relies on participants honestly discarding their toxic waste.

Siguientes conceptos para explorar

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Estos son los siguientes conceptos que vale la pena abrir si quieres que este término tenga más sentido dentro de un workflow real de Solana.

Compresión ZK

Zero-Knowledge Proofs (ZKP)

A zero-knowledge proof is a cryptographic protocol by which a prover convinces a verifier that a statement is true — for example, that a state transition is valid — without revealing any information beyond the truth of the statement itself, satisfying the properties of completeness, soundness, and zero-knowledge. In Solana's ecosystem, ZKPs are used by ZK Compression (via Groth16 SNARKs) to prove correct state transitions for compressed accounts without storing full account state on-chain, and by the Token-2022 Confidential Transfers extension (via ElGamal encryption and range proofs) to prove token balances are non-negative without revealing the actual amounts. Solana's BPF VM exposes the alt_bn128 elliptic curve syscall to make on-chain Groth16 proof verification computationally feasible within the 1.4M compute unit budget.

Compresión ZK

ElGamal Encryption

ElGamal encryption is a public-key cryptosystem based on the Diffie-Hellman problem over an elliptic curve group, providing additive homomorphism — meaning the encryption of a sum of values equals the product of their individual ciphertexts — which makes it suitable for confidential token balance accounting where balances can be updated without decrypting them. On Solana, the Token-2022 Confidential Transfers extension uses Twisted ElGamal encryption over the Ristretto255 curve to encrypt token balances in token accounts, so transfers update encrypted balances homomorphically while zero-knowledge range proofs (proving a balance is non-negative and a transfer amount is within bounds) prevent overdrafts without revealing any amounts. Each confidential token account stores a pending encrypted incoming balance and an available encrypted balance, and the account owner uses their ElGamal private key to decrypt and rotate balances via ZK-proof-accompanied instructions.

Compresión ZK

Groth16

Groth16 is a highly efficient zk-SNARK proving system introduced by Jens Groth in 2016 that produces constant-size proofs (128 bytes: two G1 points and one G2 point on a pairing-friendly elliptic curve) with constant-time verification regardless of circuit complexity, making it the preferred proof system for on-chain verification where calldata and compute costs are constrained. Light Protocol uses Groth16 proofs over the BN254 curve (known as alt_bn128 in Ethereum tooling) to verify compressed account state transitions on Solana, leveraging the native alt_bn128 pairing and point-addition syscalls added to the SVM to keep verification within the per-transaction compute unit limit. The trade-off is that Groth16 requires a trusted setup ceremony per circuit, producing a structured reference string (SRS) whose security relies on participants honestly discarding their toxic waste.

Protocolo Base

SIMD (Solana Improvement Document)

A formal specification document describing proposed and accepted changes to the Solana protocol, analogous to Ethereum's EIPs. SIMDs are categorized as Standard (Core, Networking, Interface) or Meta, and require supermajority validator stake-weighted voting (66.67%) to pass. Notable SIMDs include SIMD-33 (Timely Vote Credits), SIMD-123 (Block Revenue Sharing), SIMD-228 (Market-Based Emissions), and SIMD-326 (Alpenglow).

Comúnmente confundido con

Términos cercanos en vocabulario, acrónimo o vecindad conceptual.

Estas entradas son fáciles de mezclar cuando lees rápido, haces prompting a un LLM o estás entrando en una nueva capa de Solana.

Protocolo Basesecp256k1-precompile

Secp256k1 Precompile

A native Solana program (address: KeccakSecp256k11111111111111111111111111111) that verifies secp256k1 ECDSA signatures on-chain, enabling Ethereum-compatible signature verification within Solana programs. This precompile allows Solana dApps to verify signatures produced by Ethereum wallets (MetaMask, etc.), facilitating cross-chain identity verification, bridging, and interoperability without requiring users to create Solana-native keypairs.

Términos relacionados

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Las entradas del glosario se vuelven útiles cuando están conectadas. Estos enlaces son el camino más corto hacia ideas adyacentes.

Compresión ZKzk-proofs

Zero-Knowledge Proofs (ZKP)

A zero-knowledge proof is a cryptographic protocol by which a prover convinces a verifier that a statement is true — for example, that a state transition is valid — without revealing any information beyond the truth of the statement itself, satisfying the properties of completeness, soundness, and zero-knowledge. In Solana's ecosystem, ZKPs are used by ZK Compression (via Groth16 SNARKs) to prove correct state transitions for compressed accounts without storing full account state on-chain, and by the Token-2022 Confidential Transfers extension (via ElGamal encryption and range proofs) to prove token balances are non-negative without revealing the actual amounts. Solana's BPF VM exposes the alt_bn128 elliptic curve syscall to make on-chain Groth16 proof verification computationally feasible within the 1.4M compute unit budget.

Compresión ZKelgamal-encryption

ElGamal Encryption

ElGamal encryption is a public-key cryptosystem based on the Diffie-Hellman problem over an elliptic curve group, providing additive homomorphism — meaning the encryption of a sum of values equals the product of their individual ciphertexts — which makes it suitable for confidential token balance accounting where balances can be updated without decrypting them. On Solana, the Token-2022 Confidential Transfers extension uses Twisted ElGamal encryption over the Ristretto255 curve to encrypt token balances in token accounts, so transfers update encrypted balances homomorphically while zero-knowledge range proofs (proving a balance is non-negative and a transfer amount is within bounds) prevent overdrafts without revealing any amounts. Each confidential token account stores a pending encrypted incoming balance and an available encrypted balance, and the account owner uses their ElGamal private key to decrypt and rotate balances via ZK-proof-accompanied instructions.

Compresión ZKgroth16

Groth16

Groth16 is a highly efficient zk-SNARK proving system introduced by Jens Groth in 2016 that produces constant-size proofs (128 bytes: two G1 points and one G2 point on a pairing-friendly elliptic curve) with constant-time verification regardless of circuit complexity, making it the preferred proof system for on-chain verification where calldata and compute costs are constrained. Light Protocol uses Groth16 proofs over the BN254 curve (known as alt_bn128 in Ethereum tooling) to verify compressed account state transitions on Solana, leveraging the native alt_bn128 pairing and point-addition syscalls added to the SVM to keep verification within the per-transaction compute unit limit. The trade-off is that Groth16 requires a trusted setup ceremony per circuit, producing a structured reference string (SRS) whose security relies on participants honestly discarding their toxic waste.

Más en la categoría

Quédate en la misma capa y sigue construyendo contexto.

Estas entradas viven junto al término actual y ayudan a que la página se sienta parte de un grafo de conocimiento más amplio en lugar de un callejón sin salida.

Protocolo Base

Prueba de Historia (PoH)

A clock mechanism that cryptographically proves the passage of time between events. PoH uses a sequential SHA-256 hash chain where each output becomes the next input, creating a verifiable ordering of events without requiring consensus. The leader produces ~400,000 hashes per slot (~400ms), and any validator can verify the sequence in parallel, enabling Solana's high throughput by removing the need for validators to agree on time.

Protocolo Base

Tower BFT

Solana's custom BFT consensus algorithm built on top of Proof of History. Tower BFT uses PoH as a clock to reduce communication overhead in traditional PBFT from O(n²) to O(n). Validators vote on forks with exponentially increasing lockout periods—each consecutive vote doubles the lockout, making rollbacks progressively more expensive. A fork is finalized when it reaches supermajority (66.7%+ of stake).

Protocolo Base

Slot

A time window during which a designated leader validator can produce a block. Each slot lasts approximately 400 milliseconds. Slots are numbered sequentially from genesis and grouped into epochs of 432,000 slots (~2-3 days). Not every slot produces a block—a skipped slot means the leader was offline or too slow.

Protocolo Base

Bloque

A set of entries produced by a leader during a single slot. A block contains transactions bundled into entries, each with a PoH hash proving ordering. Blocks are broken into shreds for network propagation via Turbine. Maximum block size is limited by compute units (48M CU cap per block) rather than byte size.