Free 30-min Web3 Consultation
Book Consultation
Smart Contract Security Audits
View Audit Services
Custom DeFi Protocol Development
Explore DeFi
Full-Stack Web3 dApp Development
View App Services
Free 30-min Web3 Consultation
Book Consultation
Smart Contract Security Audits
View Audit Services
Custom DeFi Protocol Development
Explore DeFi
Full-Stack Web3 dApp Development
View App Services
Free 30-min Web3 Consultation
Book Consultation
Smart Contract Security Audits
View Audit Services
Custom DeFi Protocol Development
Explore DeFi
Full-Stack Web3 dApp Development
View App Services
Free 30-min Web3 Consultation
Book Consultation
Smart Contract Security Audits
View Audit Services
Custom DeFi Protocol Development
Explore DeFi
Full-Stack Web3 dApp Development
View App Services
LABS
Guides

Setting Up a Zero-Knowledge Proof System for Health Data Exchange

A step-by-step developer guide for implementing zero-knowledge proofs to enable secure, privacy-preserving queries on sensitive health records without exposing raw data.
Chainscore © 2026
introduction
TUTORIAL

Setting Up a Zero-Knowledge Proof System for Health Data Exchange

A practical guide to implementing a privacy-preserving system for verifying health credentials without exposing the underlying sensitive data.

Zero-knowledge proofs (ZKPs) enable one party (the prover) to convince another (the verifier) that a statement is true without revealing any information beyond the validity of the statement itself. In the context of health data, this allows for the verification of medical credentials—such as proof of a negative test result, vaccination status, or age over a threshold—while keeping the specific diagnosis, date, or personal details confidential. This is a fundamental shift from traditional data sharing, which typically requires exposing raw or hashed personal health information (PHI).

To build such a system, you need a circuit compiler and a proving system. Common choices include Circom for writing arithmetic circuits and the Groth16 or PLONK proving schemes. The core logic of your health claim is encoded into a circuit. For example, a circuit to prove a user is over 18 from their birthdate would take a private input (the birthdate) and a public input (today's date), and output true only if the difference exceeds 18 years. The circuit's constraints ensure the computation is correct without revealing the private input.

Here is a simplified Circom template for an age verification circuit:

circom
pragma circom 2.0.0;
template AgeCheck() {
    signal input birthYear;
    signal input currentYear;
    signal output isOver18;

    // Private constraint: Calculate age
    signal age <== currentYear - birthYear;
    // Public constraint: Verify age >= 18
    isOver18 <== LessEq(18, age);
}
component main = AgeCheck();

This circuit compiles to generate proving and verification keys. The prover uses the proving key with their secret birthYear to generate a proof. The verifier needs only the public currentYear and the proof, checked against the verification key.

Deploying this involves a backend service to generate proofs and a smart contract for on-chain verification. A typical flow: 1) A user submits private health data to a trusted backend. 2) The backend runs the circuit to generate a ZK proof. 3) The proof is sent to a verifier (e.g., a clinic's website). 4) The verifier checks the proof via a lightweight client library or by calling a verification function on a blockchain like Ethereum or Polygon. Using a blockchain as a decentralized verifier adds tamper-resistance and auditability to the process.

Key considerations for a production system include trusted setup ceremonies for certain proving systems, optimizing circuit size for cost and speed, and managing the security of the proving service. Projects like Semaphore for anonymous signaling or zkSNARKs in Aztec Protocol offer frameworks for privacy. Always ensure compliance with regulations like HIPAA by design—ZKPs can be a tool for privacy-by-design, but system architecture and data handling must also be secure. Start with a simple proof-of-concept for a single claim before scaling to complex medical logic.

prerequisites
SETUP GUIDE

Prerequisites and System Requirements

Before building a zero-knowledge proof system for health data, you must establish a secure and functional development environment. This guide details the hardware, software, and foundational knowledge required.

Developing a zero-knowledge proof (ZKP) system for sensitive health data requires a robust technical foundation. You will need a modern development machine with at least 16GB of RAM and a multi-core processor. ZKP circuit compilation and proof generation are computationally intensive, especially for complex logic. For production-scale testing, access to a server with 32GB+ RAM is recommended. Ensure you have 50GB+ of free disk space for dependencies, compiled circuits, and proof artifacts.

The core software stack centers on a ZK-specific programming language and a proving backend. You will need Node.js (v18+) or Python 3.10+ for orchestration scripts. The primary tool is a ZK framework like Circom 2.x for circuit design or Noir for a higher-level abstraction. You must also install a proving system; snarkjs is essential for working with Groth16 and PLONK proofs generated by Circom. For a more integrated experience, consider the zkSync Era or Starknet toolchains, which include their own DSLs and provers.

A solid conceptual understanding is critical. You should be comfortable with elliptic curve cryptography fundamentals, as ZKPs rely on pairing-friendly curves like BN254 or BLS12-381. Familiarity with R1CS (Rank-1 Constraint Systems) or AIR (Algebraic Intermediate Representation) will help you design efficient circuits. Understanding the difference between a trusted setup (Groth16) and a transparent setup (PLONK, STARKs) is necessary for choosing your proving system based on your application's trust assumptions.

For health data specifically, you must integrate off-chain data storage and identity management. You will need access to or the ability to mock a health data API (e.g., FHIR-compliant) to serve private inputs. Knowledge of decentralized identifiers (DIDs) and verifiable credentials is valuable for attesting to data authenticity without revealing it. Your development environment should include a local IPFS node or Arweave gateway for storing public circuit outputs and commitments, ensuring data integrity and auditability.

Finally, set up a private Ethereum testnet (using Foundry Anvil or Hardhat) or target a specific ZK-rollup testnet (like zkSync Sepolia or Starknet Goerli). This allows you to deploy and test your verifier smart contract, which is a small Solidity or Cairo program that checks the validity of submitted proofs. Having MetaMask or a similar wallet configured for your testnet will enable end-to-end testing of the proof generation, submission, and verification flow.

key-concepts-text
IMPLEMENTATION GUIDE

Setting Up a Zero-Knowledge Proof System for Health Data Exchange

A technical tutorial for developers to implement a privacy-preserving system for verifying health data without exposing the underlying information.

Zero-knowledge proofs (ZKPs) enable one party (the prover) to convince another (the verifier) that a statement is true without revealing any information beyond the validity of the statement itself. In health data exchange, this allows a patient to prove they are over 18, have a specific vaccination, or meet a treatment threshold, without disclosing their birthdate, medical history, or test results. This is achieved through cryptographic protocols like zk-SNARKs or zk-STARKs, which generate a succinct proof that can be verified quickly. The core challenge is translating real-world health data and logic into a format these protocols can process.

The first step is to define the circuit or constraint system that represents your verification logic. For health data, this often involves proving statements about private inputs (e.g., a patient's age or lab result) against public parameters (e.g., a minimum age of 18 or a diagnostic threshold). You write this logic in a domain-specific language like Circom or ZoKrates. For example, a circuit to prove age ≥ 18 would take a private input birthdate and a public input current_date, compute the age, and output 1 only if the condition holds. The circuit's compiled output is a set of arithmetic constraints that form the backbone of the ZKP.

Next, you implement the trusted setup phase, which is critical for zk-SNARK-based systems. This ceremony generates a proving key and a verification key. The proving key is used by the data holder (e.g., a patient's wallet) to generate proofs, while the verification key is used by the verifier (e.g., a health portal) to check them. For production, use a secure multi-party computation (MPC) ceremony to decentralize trust, as with the Perpetual Powers of Tau. Tools like snarkjs for Circom or the ZoKrates toolbox handle much of this process. The verification key can often be compiled into a smart contract for on-chain verification.

With the keys generated, you can now integrate proof generation into your application. The prover's client-side code must securely access the private health data (from a wallet, encrypted storage, or user input), compute the witness (the solution to the circuit's constraints for that specific data), and use the proving key to generate the final proof. This proof is typically a small string (a few hundred bytes). For instance, to access a clinic, a user's app would generate a proof asserting their COVID-19 antibody titer is above a certain level. The private titer value never leaves their device.

The final step is verification. The verifier, which could be a server, a smart contract, or another client, receives the proof and the public inputs. It runs the verification algorithm using the pre-established verification key. If the proof is valid, the verifier can be statistically certain that the prover knows private data satisfying the circuit's logic, without learning what that data is. In a blockchain context, a verifier smart contract on Ethereum or a Layer 2 like Polygon can gate access to a service based on this check. This creates a powerful, privacy-first gateway for health-related dApps and data marketplaces.

When implementing, prioritize data integrity and user consent. The ZKP proves statements about data, but not its authenticity. You must pair it with signed attestations from trusted issuers (doctors, labs) using verifiable credentials. Frameworks like Iden3 and Sismo integrate ZKPs for selective disclosure of such credentials. Always audit your circuits with tools like Picus or Veridise to prevent logical flaws that could leak information. Start with simple proofs and use established libraries to manage the complex cryptography.

PROOF SYSTEM COMPARISON

zk-SNARKs vs. zk-STARKs: Choosing a System

Key technical and operational differences between zk-SNARKs and zk-STARKs for health data exchange applications.

Featurezk-SNARKszk-STARKs

Trusted Setup Required

Proof Size

~200 bytes

~45-200 KB

Verification Time

< 10 ms

< 100 ms

Post-Quantum Security

Proving Time (Complex Circuit)

~2 minutes

~5 minutes

Transparent Setup

Recursive Proof Composition

Primary Use Case

Private transactions (Zcash), scaling (zkRollups)

Scalable computation (StarkEx, StarkNet)

circuit-design-workflow
CIRCUIT DESIGN

Step 1: Designing the Arithmetic Circuit

The arithmetic circuit is the computational blueprint for your zero-knowledge proof, defining the precise logic and constraints that govern private health data verification.

An arithmetic circuit is a directed acyclic graph where nodes represent arithmetic operations (addition, multiplication) and edges represent values, often called wires. In the context of a health data exchange, this circuit encodes the rules for validating data without revealing it. For example, a circuit could verify that a patient's age is over 18, their blood pressure reading is within a safe range, and that a specific lab test result is signed by an accredited institution. The circuit's output is a single boolean value: true if all constraints are satisfied, false otherwise.

To design this circuit, you must first formalize the constraint system. For a health data proof, common constraints include: - Range checks (e.g., 0 <= heart_rate <= 200). - Boolean checks (e.g., is_vaccinated == 1). - Arithmetic relationships (e.g., body_mass_index == weight / (height^2)). - Signature verification to prove data provenance. Each of these logical statements must be broken down into a series of addition and multiplication gates over a finite field, which is the native language of zk-SNARKs and zk-STARKs.

Developers typically use domain-specific languages (DSLs) like Circom or Cairo to write these circuits. Here is a simplified Circom snippet for a basic age verification constraint:

circom
template IsAdult() {
    signal input age;
    signal output isAdult;

    // Constraint: isAdult = 1 if age >= 18, else 0
    component comparator = GreaterEqThan(32); // 32-bit comparison
    comparator.in[0] <== age;
    comparator.in[1] <== 18;
    isAdult <== comparator.out;
}

This template defines a circuit component that takes a private age input and outputs a public isAdult signal, enforcing the constraint through an underlying comparison gadget.

The number and complexity of constraints directly impact proof generation time and verification cost. A circuit verifying a single lab report might have a few hundred constraints, while one for a complex medical history summary could have tens of thousands. It is critical to optimize the circuit to minimize its size, as this reduces the computational burden for the prover (the data holder) and the gas cost for on-chain verification. Techniques include reusing computed signals and selecting efficient cryptographic primitives.

Finally, the designed circuit is compiled into a format understood by proof systems like Groth16 (zk-SNARK) or StarkEx (zk-STARK). This compilation produces two key artifacts: the proving key and the verification key. The proving key is used by the patient's device to generate a proof, while the much smaller verification key is used by the healthcare provider or smart contract to check the proof's validity in milliseconds. This separation is what enables efficient verification of complex, private computations.

CHOOSE YOUR APPROACH

Step 2: Implementation and Code Examples

Writing a ZK Circuit with Circom

You define the logic of your proof in a circuit. Here's a basic example using the Circom 2.0 language to prove a patient's age is over 18 without revealing the exact age.

circom
pragma circom 2.0.0;

template IsOver18() {
    // Private input: the patient's actual birth year
    signal input birthYear;
    // Public input: the current year
    signal input currentYear;
    // Output: 1 if true, 0 if false
    signal output isAdult;

    // Private intermediate calculation
    signal age;
    age <== currentYear - birthYear;

    // The constraint: Check if age is greater than or equal to 18.
    // We use a trick: create a dummy variable `diff` and enforce it equals (age - 18).
    // Then, ensure `diff` is non-negative.
    signal diff;
    diff <== age - 18;

    // Use the LessThan template from circomlib to verify diff is in range [0, 2^32)
    component lt = LessThan(32);
    lt.in[0] <== 0;
    lt.in[1] <== diff + 1; // If diff is -1, this becomes 0, making lt.out=1 (invalid).
    isAdult <== 1 - lt.out; // Invert: lt.out=0 means diff >= 0.
}

component main = IsOver18();

This circuit uses a quadratic arithmetic program (QAP) to create constraints. The prover must know a birthYear that satisfies currentYear - birthYear >= 18. The compiled circuit generates proving and verification keys.

system-integration
INTEROPERABILITY

Step 3: Integrating with Health Information Systems

This step connects your ZKP system to real-world health data sources like EHRs and HIEs, focusing on secure data ingestion and standardized formatting.

To integrate with existing Health Information Systems (HIS), you must establish a secure data ingestion pipeline. This typically involves using FHIR (Fast Healthcare Interoperability Resources) APIs, the modern standard for healthcare data exchange. Your system will act as a client, requesting patient data from EHRs like Epic or Cerner. Authentication is critical; you'll implement OAuth 2.0 with scopes limited to the minimum necessary data. For example, to request immunization records, your API call might target the Immunization FHIR resource. The initial connection verifies that your application has the proper consent and legal agreements (e.g., Data Use Agreements) in place with the healthcare provider.

Once data is retrieved, it must be transformed into a structured format suitable for generating zero-knowledge proofs. Raw FHIR Bundle resources contain extraneous metadata. You will write an extraction and normalization layer that maps specific FHIR fields (e.g., Observation.valueQuantity for a lab result) to the private inputs of your ZKP circuit. For a proof of a negative COVID test, you might extract the test result code ("260385009" for negative), the date, and the patient identifier, while discarding the practitioner's notes. This process ensures the private witness data is clean, consistent, and minimal, which is essential for efficient proof generation.

The final integration step involves the oracle or attestation service. A trusted entity (or a decentralized oracle network) must cryptographically sign the normalized data to attest to its origin before it becomes a private input. In practice, your integration service can run a secure enclave (like Intel SGX) that signs the data hash with a private key, producing a verifiable attestation. The ZKP circuit will then include a check that validates this signature against a known public key. This links the proof irrevocably to the authenticated data source, preventing tampering between the HIS and the prover. The entire pipeline—API call, normalization, and attestation—should be automated and auditable.

use-cases
IMPLEMENTATION GUIDE

Specific Health Data Use Cases for ZKPs

Zero-knowledge proofs enable verifiable health data sharing without exposing sensitive information. This guide covers practical applications and tools for developers.

ZK HEALTH DATA SYSTEMS

Performance Optimization and Scaling

Optimizing a ZK proof system for health data requires balancing privacy, computational cost, and scalability. This guide addresses common developer challenges in building efficient, production-ready systems.

Proof generation time scales with the size of the computation (circuit). Processing a full patient history or genomic dataset creates massive circuits.

Key bottlenecks:

  • Circuit Size: Each data point and logical check adds constraints. A simple query over 10,000 records can generate millions of constraints.
  • Memory/CPU: ZK backends like arkworks or circom can be memory-intensive for large witness generation.

Optimization strategies:

  • Data Chunking: Split the dataset. Generate a proof for each chunk and aggregate proofs using a recursive proof system (e.g., Nova, Plonky2).
  • Selective Disclosure: Design circuits to prove properties (e.g., "age > 18") instead of the raw data.
  • Hardware Acceleration: Use GPUs with libraries like CUDA for MSM operations or specialized proving hardware.
  • Proof Batching: Aggregate multiple user proofs off-chain and submit a single aggregated proof to the chain.
ZK HEALTH DATA

Frequently Asked Questions

Common technical questions and troubleshooting for developers implementing zero-knowledge proofs in healthcare applications.

Traditional encryption protects data in transit and at rest, but requires decryption for processing, exposing sensitive information to the verifying server. Zero-knowledge proofs (ZKPs) enable computation on encrypted data. A prover can generate a proof that a statement about private data (e.g., "patient is over 18," "test result is negative") is true, without revealing the underlying data itself. This allows for selective disclosure and privacy-preserving verification, which is critical for compliance with regulations like HIPAA and GDPR where data minimization is a core principle. The verifier only learns the validity of the statement, not the raw health records.

conclusion
IMPLEMENTATION SUMMARY

Conclusion and Next Steps

You have successfully set up a foundational ZK system for health data exchange, enabling privacy-preserving verification of sensitive information.

This guide walked through the core components of a zero-knowledge proof system for health data: defining a private data schema, generating a circuit with tools like Circom or Noir, creating a trusted setup, and deploying verifier smart contracts. The primary goal is to allow a patient to prove a claim—such as being over 18 or having a specific vaccination—without revealing the underlying medical record. This shifts the trust model from trusting a data custodian to trusting the cryptographic proof and the integrity of the public verification logic.

For production, several critical next steps are required. First, audit your circuits and smart contracts. Firms like Trail of Bits and OpenZeppelin specialize in ZK security. Second, integrate a decentralized identity framework like Verifiable Credentials (VCs) to manage patient attestations. Third, consider the user experience: tools like zkSNARKs.js or SnarkyJS can help generate proofs client-side in a browser, while relayers can manage gas costs for users. Finally, you must establish a robust process for managing the trusted setup ceremony and the subsequent Proving Key and Verification Key.

The broader ecosystem offers advanced tools to build upon. Explore zkEVMs like Polygon zkEVM or zkSync Era for complex, stateful logic at layer-2. For general-purpose proof generation, RISC Zero provides a zkVM. To keep data available for selective disclosure, consider zk-proofs on-chain with data stored off-chain via IPFS or Celestia, referenced by a content identifier (CID). Always reference the latest documentation from Circom, iden3, and the Ethereum Foundation's Privacy & Scaling Explorations team for updates on proof systems and elliptic curves.