
Zero-knowledge machine learning is a technique that wraps the “inference process” of a model into a zero-knowledge proof. This allows others to verify that “your computation is correct” without revealing the underlying model or input data. Think of it like presenting a payment receipt to prove you have paid, without exposing the full list of items you purchased.
A zero-knowledge proof is a type of mathematical proof that acts as a compact piece of evidence. Anyone can quickly verify its validity, but no additional information is revealed. In machine learning, inference refers to the process where a model receives input and produces output—for example, determining if an image contains a cat. Zero-knowledge machine learning combines these concepts so that smart contracts on blockchain can verify whether the result (such as “cat or not”) is correct, without exposing either the input image or details of the model.
Zero-knowledge machine learning resolves the contradiction between “trustworthiness” and “confidentiality”: results need to be trusted by multiple parties, but both the data and model often must remain private. This is especially important in blockchain environments, where on-chain data is transparent but not suitable for handling sensitive information directly.
In real-world scenarios, institutions are unwilling to expose proprietary model parameters or trade secrets, and users are concerned about privacy. Regulators require verifiable compliance, while on-chain applications demand low costs and high trustworthiness. Zero-knowledge machine learning allows for both verifiability and privacy, making it a key bridge between AI and Web3.
The core principle is “commit first, then prove, then verify.”
Step one: Commit the model parameters and inputs by hashing them—think of sealing items in an envelope with a label on the outside.
Step two: Complete inference locally and generate a concise proof that “using this model and this input, you get this result.”
Step three: Submit both the result and the proof to a verifier or smart contract; the contract only checks the proof’s validity and never peeks inside the “envelope.”
There are two main approaches to zero-knowledge proof systems:
To make model inference provable, you need to translate the model’s operations into a verifiable computational description, usually referred to as a “circuit.” Imagine breaking down complex computations into many small, easily checked steps. A proof system then generates a proof for this “circuit.”
On-chain operations generally follow an “off-chain inference + on-chain verification” paradigm. The user or service provider performs inference and generates proofs off-chain; the smart contract on-chain only verifies the proof, thus avoiding expensive on-chain computations.
Step one: Submit commitments. Hashes of the model and input are submitted on-chain or kept as offline records to indicate which model and input were used.
Step two: Generate proofs. Locally or server-side, generate a zero-knowledge proof demonstrating that “this inference was performed using the committed model and input, resulting in R.”
Step three: On-chain verification. Invoke the smart contract validation function, passing in the result and proof. The contract checks the validity of the proof; if successful, the result can be safely used as trusted data.
On public blockchains like Ethereum, the cost of verifying each proof depends on the chosen proof system. As of 2024, mainstream succinct proofs can be verified at costs acceptable for most applications, often within a few dollars (depending on network congestion and contract implementation). To reduce costs further, common strategies include moving verification to Layer 2 networks, using recursive proofs to merge multiple inferences into one verification, and employing batch verification to minimize overall expenses.
Zero-knowledge machine learning is ideal for scenarios where results must be trustworthy but details must remain confidential.
Zero-knowledge machine learning can complement but does not replace TEE (Trusted Execution Environment), MPC (Multi-Party Computation), or homomorphic encryption—each has its own focus.
In practice, these solutions are often combined—for example, accelerating proof generation within TEE or using MPC for joint training followed by zero-knowledge proofs for inference results.
Getting started involves three main phases:
Step one: Define your objective. Choose a specific decision task such as “is this transaction abnormal?” or “has price crossed a threshold?” instead of open-ended generation; specify which parts must remain confidential (model parameters, input data, thresholds).
Step two: Model selection and circuit construction. Pick lightweight models (e.g., small tree models or submodules of convolutional networks) and convert inference steps into verifiable basic operations (“circuitization”). The simpler and smaller the model, the faster the proof generation. Fix precision levels and operator ranges to avoid floating-point complexity in circuits.
Step three: Proof generation and contract deployment. Select a proof system and implement a verification contract; deploy on Layer 2 or Rollups to reduce costs; reserve interfaces for batch processing or recursion. Implement logging and replay testing to ensure consistency between off-chain inference results and on-chain verification.
On the engineering side, pay attention to consistency in data preprocessing (off-chain preprocessing must be provable), fix randomness and seeds (for reproducibility), and implement rate limiting and access controls to prevent model leakage through excessive queries.
Zero-knowledge machine learning is not a silver bullet; its primary limitations revolve around performance and cost.
Industry trends point toward three main advancements:
As of 2024, proof sizes have shrunk to tens or hundreds of kilobytes, verification costs are manageable, and ecosystem maturity supports initial deployments for rule-based decisions or threshold detections—before gradually expanding into more complex use cases.
Zero-knowledge machine learning brings together “trustworthy verification” and “privacy protection” for blockchain scenarios: offline inference generates succinct proofs which are rapidly verified on-chain, allowing smart contracts to securely consume results. In practice, choosing clear-cut decision tasks, lightweight models, and Layer 2 networks is currently most feasible. Combining ZKML with TEE, MPC, or homomorphic encryption offers a balanced approach between performance and privacy. For asset-related or risk-control applications, incorporate auditing, rate limiting, and failover designs to safeguard funds and data integrity.
The core distinction lies in privacy protection mechanisms. Traditional machine learning requires raw data to be uploaded to centralized servers for processing—raising risks of data leakage. With zero-knowledge machine learning, data owners perform computations locally and only share results along with privacy-preserving proofs; raw data never leaves their device. It’s like receiving a package without having to hand over your house keys—the courier only needs to verify your identity for delivery.
There is indeed a performance trade-off. Generating and verifying privacy proofs increases computational workload—typically making it 10–100 times slower than regular machine learning depending on model complexity. However, this overhead is often acceptable in privacy-sensitive fields such as medical diagnostics or financial risk management. Thanks to hardware optimizations and algorithmic advances, this performance gap continues to shrink.
Absolutely. Zero-knowledge machine learning can be applied for on-chain risk detection and fraud analysis—identifying suspicious trading patterns while protecting user privacy. For example, when trading on Gate, background ZKML models can validate your account’s risk score without exposing your transaction history or asset size to the platform—achieving trustworthy yet invisible security protection.
Zero-knowledge privacy proofs are based on cryptographic principles that make them theoretically unforgeable. To counterfeit such proofs would require breaking fundamental cryptographic assumptions—something considered computationally infeasible with today’s technology. That said, security depends on implementation quality—so choosing audited and certified solutions is critical.
Not at all. Using ZKML is just like using any other software—you only need to know your privacy is protected. Developers and platforms encapsulate all cryptographic complexity behind user-friendly interfaces; with apps like Gate, you simply click through steps to enjoy privacy benefits—just as you use the internet without knowing TCP/IP protocols.


