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Guides

How to Architect a Multi-Party Computation Framework for Clinical Trials

A technical guide for developers on designing a secure MPC system to enable collaborative analysis of clinical trial data across competing entities without exposing raw data.
Chainscore © 2026
introduction
FRAMEWORK OVERVIEW

Introduction: The Need for Privacy-Preserving Clinical Trial Analysis

Clinical trial data is highly sensitive, yet its collaborative analysis is essential for medical progress. This guide explores how to architect a secure multi-party computation (MPC) framework that enables analysis without exposing raw patient data.

Clinical trials generate vast amounts of sensitive patient data, including genomic sequences, treatment responses, and adverse events. Traditional centralized analysis requires pooling this data into a single repository, creating significant privacy risks and regulatory hurdles under laws like HIPAA and GDPR. These barriers slow down research, limit cohort sizes, and prevent collaboration between competing pharmaceutical companies or research institutions that cannot share raw data.

Multi-party computation (MPC) provides a cryptographic solution. It allows multiple parties to jointly compute a function—such as calculating the average efficacy of a drug—over their private inputs without revealing those inputs to each other. For clinical trials, this means institutions can contribute encrypted patient data to a collaborative statistical model. The computation runs on the encrypted data, and only the final aggregate result (e.g., a p-value or regression coefficient) is revealed, preserving individual patient privacy.

Architecting an MPC framework for this use case requires careful planning. The system must select an appropriate MPC protocol (e.g., secret sharing or garbled circuits), define a secure computation topology (often a star network with a non-colluding coordinator), and integrate with existing clinical data formats like OMOP CDM or FHIR. Performance is critical; evaluating a complex survival analysis on encrypted data across thousands of patients demands optimized cryptographic libraries and potentially hardware acceleration.

A practical architecture might use MPC for the core computation, zero-knowledge proofs (ZKPs) to verify the correctness of input data format without revealing it, and trusted execution environments (TEEs) like Intel SGX for secure pre-processing. The output must be auditable, allowing regulators to verify that the computation was performed correctly on valid, consented data without ever accessing the raw inputs, thus building trust in the system's results.

prerequisites
MPC FOR CLINICAL TRIALS

Prerequisites and System Architecture Overview

This guide outlines the core components and setup required to build a secure, privacy-preserving Multi-Party Computation (MPC) framework for clinical trial data analysis.

Before architecting an MPC framework for clinical trials, you must establish a solid technical foundation. Core prerequisites include a working knowledge of cryptographic primitives like secret sharing (e.g., Shamir's Secret Sharing), homomorphic encryption (e.g., Paillier), and secure multi-party computation protocols (e.g., SPDZ, BGW). Familiarity with a programming language suited for cryptographic operations, such as Python with libraries like PyCryptodome or fastecdsa, is essential. You'll also need a basic understanding of clinical data standards like CDISC and HL7 FHIR to structure input data. Finally, ensure you have a development environment capable of running multiple independent nodes to simulate the distributed computation parties.

The system architecture for a clinical trial MPC framework is inherently distributed and follows a client-server model with multiple non-colluding parties. The core components are: the Data Contributors (hospitals, research sites), the Computation Nodes (3 or more independent servers running the MPC protocol), and the Result Aggregator (a trusted or trust-minimized entity that reconstructs the final output). Data never exists in plaintext at a single location; instead, each data point is split into secret shares and distributed among the computation nodes. These nodes perform computations directly on the encrypted shares, following a pre-defined MPC circuit that represents the statistical analysis (e.g., calculating average efficacy, p-values).

A critical architectural decision is choosing between an honest-majority or dishonest-majority adversarial model, which dictates the required number of parties and the protocol's resilience. For clinical trials where some nodes may be run by competing pharmaceutical entities, a dishonest-majority model using Maliciously Secure MPC is often necessary, albeit with higher computational overhead. The architecture must also include a secure initialization phase for distributing cryptographic keys and establishing authenticated channels (using TLS or similar) between all nodes. All communication must be logged for auditability without compromising data privacy, often achieved through zero-knowledge proofs of correct protocol execution.

For implementation, you can leverage existing MPC frameworks to avoid building cryptographic protocols from scratch. Libraries like MP-SPDZ (C++/Python) or Frigate (Rust) provide high-level abstractions for defining computations. A typical workflow involves: 1) Encoding the clinical trial analysis as an arithmetic or boolean circuit, 2) Using the framework's compiler to generate node-specific programs, 3) Deploying these programs to separate cloud instances or on-premise servers, and 4) Orchestrating the secure computation via a coordinator script. The output is a set of secret shares of the final result, which only the authorized aggregator can reconstruct, ensuring patient-level data is never exposed.

key-concepts-text
SECURE DATA COLLABORATION

How to Architect a Multi-Party Computation Framework for Clinical Trials

A technical guide to designing a privacy-preserving MPC system that enables collaborative analysis of sensitive patient data across research institutions without exposing raw records.

Multi-Party Computation (MPC) allows multiple parties—such as hospitals, research labs, and pharmaceutical companies—to jointly compute a function over their private inputs while keeping those inputs confidential. In clinical trials, this enables federated analysis of patient data for tasks like efficacy validation or adverse event correlation without centralizing sensitive Protected Health Information (PHI). The core cryptographic guarantee is that no single party learns anything beyond the output of the computation and what can be inferred from its own input. This architecture directly addresses key regulatory hurdles like HIPAA and GDPR by design.

The foundation of a clinical trial MPC system is the choice of secret-sharing scheme. Shamir's Secret Sharing is common for threshold schemes (e.g., 3-of-5), where data is split into shares distributed to participants, and the original data can only be reconstructed if a minimum threshold of shares are combined. For continuous computation, additive secret sharing is often used within protocols like SPDZ or ABY. Here, a patient's data value x is split into random shares [x]_1 + [x]_2 + ... + [x]_n = x (mod p) held by n parties. Computations (addition, multiplication) are performed directly on these shares through secure protocols, with the final result revealed only to authorized parties.

A practical architecture involves several layers. The Computation Layer uses libraries like MP-SPDZ or Frigate to execute the secure MPC protocols. The Data Preparation Layer is critical: raw EHR data must be standardized into a common schema (e.g., OMOP CDM) and encoded into finite field elements before secret sharing. The Coordinator Layer (which can be a decentralized blockchain or a trusted execution environment) manages the protocol workflow, party authentication, and result aggregation without accessing the data itself. Communication between parties must be over authenticated, encrypted channels (TLS).

Consider a use case: calculating the average treatment effect across three hospitals. Each hospital i holds private patient outcome vectors. Using additive secret sharing, each hospital splits its vector into shares sent to the others. Through the MPC protocol, they securely compute the sum of all outcomes and the total patient count, revealing only the final average. Code for the MPC circuit definition (using a Python-like syntax for an MPC framework) might look like this:

python
# Pseudocode for secure mean calculation
def secure_mean_effect(hospital_shares):
    # hospital_shares is a list of secret-shared value arrays
    sum_shared = sum_shared_arrays(hospital_shares)  # Secure addition
    count_shared = len(hospital_shares[0])  # Public count per share
    total_count_shared = count_shared * len(hospital_shares)
    mean_shared = divide_public(sum_shared, total_count_shared)
    return reveal(mean_shared)  # Opens result to all authorized parties

Key design decisions impact performance and security. The adversarial model must be defined: is the system secure against semi-honest (passive) adversaries who follow the protocol but try to learn extra information, or malicious (active) adversaries who may deviate? Malicious security requires more complex, slower protocols with zero-knowledge proofs. Network latency is a major bottleneck; using pre-processing (generating multiplication triples offline) can speed up online phases. The finite field size (e.g., 128-bit) must be large enough to prevent overflow during computation and to represent data with sufficient precision.

Deployment requires careful orchestration. Parties typically run MPC node software within their own secure, compliant infrastructure. A decentralized identifier (DID) system can manage authentication and permissions. All cryptographic parameters and code must be audited. For long-running trials, consider a hybrid trust model combining MPC with Trusted Execution Environments (TEEs) like Intel SGX for specific, performance-critical steps. The output should be differentially private aggregates where possible to add a statistical privacy guarantee on top of the cryptographic one. Successful frameworks, like the IMI EHDEN project's federated analytics, demonstrate that MPC can unlock collaborative research while maintaining strict data sovereignty.

PROTOCOL SELECTION

MPC Protocol Comparison for Clinical Data Workloads

A comparison of major MPC protocols for their suitability in processing clinical trial data, focusing on privacy, performance, and regulatory compliance.

Feature / MetricSecret Sharing (SS)Garbled Circuits (GC)Homomorphic Encryption (HE)

Data Privacy Model

Information-theoretic

Computational

Computational

Communication Rounds

1 (pre-processing)

Circuit depth

1 (encrypted computation)

Suitable for Complex Logic

Linear Operations Performance

< 1 sec

10-100 sec

5-30 sec

Non-Linear Operations (e.g., Sigmoid)

Limited (via approximations)

Regulatory Compliance (GDPR/HIPAA)

High (no encryption overhead)

High

High (FHE required)

Fault Tolerance

Primary Use Case

Secure aggregation, statistics

Complex model inference

Encrypted database queries

implementation-steps
MPC FOR CLINICAL TRIALS

Step-by-Step Implementation Guide

A practical guide to building a privacy-preserving, multi-party computation framework for secure clinical data analysis.

01

Define the MPC Model and Threat Assumptions

Start by formalizing the computation. What specific statistical analysis (e.g., survival analysis, efficacy comparison) will be performed on the encrypted data? Define the threat model: is it honest-but-curious (semi-honest) or malicious adversaries? This determines the required cryptographic primitives. For clinical trials, a semi-honest model with 3+ non-colluding parties (e.g., separate hospitals, regulators) is common to protect individual patient records.

02

Select the Core MPC Protocol

Choose a protocol based on performance and trust requirements.

  • Secret Sharing (e.g., SPDZ, SPDĹş): Splits data into random shares distributed among parties. Ideal for complex arithmetic on floating-point numbers common in statistics.
  • Garbled Circuits: Efficient for fixed Boolean circuits; good for simpler comparisons or decision trees.
  • Homomorphic Encryption (FHE): Allows computation on ciphertexts but is computationally heavy for complex analytics. For trials, secret sharing is often the optimal balance of flexibility and speed.
03

Architect the Network and Node Infrastructure

Design the MPC node network. Each participating entity (clinical site, CRO) runs a node. Key considerations:

  • Communication Layer: Use authenticated, encrypted channels (TLS 1.3).
  • Node Identity: Implement a PKI system for node authentication.
  • Synchronization: Use a consensus mechanism (like a simple BFT protocol) for input commitment and output agreement to ensure all parties compute on the same data set. Tools like LibTMCG or MP-SPDZ provide foundational libraries.
04

Implement the Secure Computation Circuit

Translate your statistical model into an arithmetic or Boolean circuit compatible with your MPC protocol. For example, a Kaplan-Meier estimator requires division and comparison operations. Use MPC framework compilers like SCALE-MAMBA or Obliv-C to write high-level code that compiles to secure bytecode. Test the circuit with synthetic data first to verify correctness and performance, as runtime scales with circuit size.

05

Integrate Data Input and Output Privacy

Secure the data lifecycle. Input Stage: Patients encrypt or secret-share their data locally (via a client app) before transmission. Output Stage: The final computation result (e.g., p-value, hazard ratio) is revealed only to authorized parties, often requiring a threshold signature. Implement differential privacy by adding calibrated statistical noise to the final output before release, providing a formal privacy guarantee against reconstruction attacks.

06

Audit, Test, and Deploy

Conduct a formal security audit focusing on the cryptographic implementation and network layer. Perform extensive testing:

  • Correctness Testing: Compare MPC outputs with plaintext calculations on dummy datasets.
  • Network Failure Tests: Simulate node dropouts and network partitions.
  • Performance Benchmarking: Measure latency and throughput with realistic data volumes. For deployment, use containerized nodes (Docker) for consistency and consider a trusted execution environment (TEE) like Intel SGX for enhanced node security, though this adds complexity.
circuit-design-deep-dive
PRIVACY-PRESERVING CLINICAL RESEARCH

Designing MPC Circuits for Statistical Analysis

A technical guide to architecting secure multi-party computation frameworks for analyzing sensitive clinical trial data without exposing individual patient records.

Multi-party computation (MPC) enables multiple parties—like pharmaceutical companies, research hospitals, and regulators—to jointly compute statistical functions over their combined datasets while keeping each participant's raw data private. In clinical trials, this allows for powerful meta-analyses across institutions without the legal and ethical risks of data centralization. The core challenge is designing Boolean or arithmetic MPC circuits that can efficiently execute statistical operations like mean, standard deviation, and regression analysis using only encrypted or secret-shared data. Frameworks like MP-SPDZ and SCALE-MAMBA provide the foundational protocols, but the circuit logic must be custom-built for biomedical use cases.

The architecture begins with data standardization and secret sharing. Each data holder (e.g., Hospital A) converts its patient records into a structured format (e.g., a vector of treatment outcomes). It then splits each data point into random secret shares, distributing them among the computation parties (typically three or more non-colluding servers). No single server sees the complete original data. For a simple t-test comparing two treatment groups across hospitals, the circuit must first compute the sum, sum of squares, and count for each group securely. In an MPC circuit, this is implemented using a sequence of secure addition and multiplication gates on the secret-shared values.

For more complex analyses like linear regression, the circuit design becomes significantly more involved. The core operation is computing (X^T * X)^-1 * X^T * Y on secret-shared matrices X (covariates) and Y (outcomes). This requires a circuit for secure matrix multiplication, matrix inversion, and fixed-point arithmetic to handle decimal numbers. Since MPC operates natively on integers, statistical values must be scaled into a finite field using fixed-point representation. A key optimization is to use garbled circuits for non-linear functions (like comparisons for p-values) and secret sharing for linear algebra, a hybrid approach that balances performance and security.

Implementing a t-test circuit in a framework like MP-SPDZ illustrates the process. The code defines the secret-shared inputs, computes group means and variances via secure sums, and finally calculates the t-statistic. A critical step is the secure comparison and division required for the final calculation, which are expensive operations in MPC. The performance of such a circuit is measured in rounds of communication and total data transferred, which directly impacts feasibility for large datasets. For a trial with 10,000 participants across 5 parties, a single t-test might require several seconds of computation and hundreds of megabytes of network traffic.

Deploying this framework requires careful threat modeling. The standard security model is honest-but-curious (semi-honest), where parties follow the protocol but try to learn from the data shares. For higher assurance, malicious security models with active adversary protection can be used, but they incur a 10-100x performance overhead. Practical deployment also involves defining a clear trust model: will computation be run by the data holders themselves, or by a set of neutral third-party servers? The choice impacts the network topology and the required number of parties to tolerate collusion.

The future of MPC in clinical research lies in standardizing these circuit designs and integrating them with Trusted Execution Environments (TEEs) like Intel SGX for hybrid trust models. By providing a verifiable, privacy-preserving method for collaborative analysis, MPC circuits can accelerate drug discovery and epidemiological studies while maintaining strict compliance with regulations like HIPAA and GDPR. The key is starting with well-defined, frequently used statistical functions and building a library of audited, optimized circuits for the research community.

private-set-intersection-implementation
MULTI-PARTY COMPUTATION

Implementing Private Set Intersection for Patient Cohort Matching

This guide explains how to architect a privacy-preserving framework for clinical trials using Private Set Intersection (PSI) to match patient cohorts across institutions without sharing sensitive health data.

Private Set Intersection (PSI) is a cryptographic protocol that allows multiple parties, such as hospitals or research institutions, to compute the intersection of their private datasets. In the context of clinical trials, each institution holds a set of patient identifiers or profiles. A PSI protocol enables them to discover which patients are common to all datasets—crucial for cohort matching—while revealing only the intersection and nothing else about non-matching patients. This addresses the core challenge of data silos and privacy regulations like HIPAA or GDPR, allowing collaborative research on conditions like rare diseases without centralized data pooling.

Architecting this system requires selecting a PSI protocol suited for biomedical data. For structured patient records, Circuit PSI or PSI with associated data is necessary. Unlike simple PSI that only reveals matching IDs, these advanced protocols can compute on associated attributes (e.g., age > 50, biomarker_present = true). A common architecture involves each participant running a client that encrypts their local dataset. A computation node, which could be a trusted third party or a decentralized network using secure multi-party computation (MPC), executes the protocol. Frameworks like MP-SPDZ or OpenMined PSI provide libraries for implementing these cryptographic operations.

A practical implementation involves several steps. First, data must be pre-processed into a consistent format, often hashing patient identifiers like a medical record number. Next, parties agree on protocol parameters and establish authenticated communication channels. The core PSI execution, for instance using an ECDH-based protocol, involves each party encrypting their hashed set with a private key, exchanging blinded values, and performing computations to derive the intersection. For associated data, Boolean or arithmetic circuits are evaluated. Performance is critical; a cohort of 10,000 patients might take minutes to process, but optimizations like cuckoo hashing and batch processing are essential for scaling to real-world biobank sizes.

Security considerations are paramount. The protocol must guarantee privacy against semi-honest (honest-but-curious) or malicious adversaries. This involves zero-knowledge proofs to verify correct computation. The system must also ensure correctness, guaranteeing the output is accurate. Furthermore, policy enforcement is needed—just because data can be computed on doesn't mean it should be. Integrating an access control layer that checks computational governance policies before protocol execution is a best practice. Auditing the MPC computation's integrity via verifiable logs is also recommended for regulatory compliance.

The output of this framework is a cryptographically secure list of patient identifiers that meet the trial's inclusion criteria, which can then be used to initiate contact through trusted intermediaries. This architecture enables previously impossible multi-center studies, accelerating medical research while setting a new standard for patient data stewardship. Future developments include integrating with fully homomorphic encryption (FHE) for more complex queries and standardizing protocols through initiatives like the GA4GH Passports to ensure interoperability across the global research ecosystem.

MPC ARCHITECTURE

Security Threat Model and Mitigations

Comparison of security approaches for a multi-party computation framework handling clinical trial data.

Threat VectorCentralized TEE (Baseline)Decentralized MPC NetworkHybrid TEE + MPC

Single Point of Failure

Data Leakage from Compromised Node

Theoretical (n-of-t)

Cryptographic Collusion Threshold

t+1 of n parties

1 TEE + t+1 of m parties

Auditability & Proof Generation

Limited (Sealed Logs)

Full (ZK Proofs)

Selective (TEE Attestation + ZK)

Hardware Dependency / Vendor Lock-in

Latency for Computation

< 100 ms

2-5 sec

500 ms - 2 sec

Regulatory Compliance (GDPR/HIPAA) Burden

High (on Operator)

Distributed

Shared (TEE Operator + Network)

Upgrade / Cryptography Agility

Difficult (Coordinated)

Governance-Based

Phased (TEE First, then MPC)

DEVELOPER FAQ

Frequently Asked Questions on MPC for Clinical Trials

Architecting a secure, compliant Multi-Party Computation (MPC) system for clinical data requires navigating complex technical and regulatory challenges. This guide addresses common developer questions on protocol selection, data handling, and system integration.

MPC and FHE are both privacy-enhancing technologies but operate on fundamentally different principles.

Multi-Party Computation (MPC) allows multiple parties to jointly compute a function over their private inputs without revealing those inputs to each other. The computation is performed on secret-shared data, where no single party holds the complete dataset. For example, two hospitals can compute the average patient response rate without sharing individual patient records.

Fully Homomorphic Encryption (FHE) allows computation on encrypted data. A data holder encrypts their data and sends it to a third-party server. The server performs computations on the ciphertext, and the results, when decrypted, match the results of operations on the plaintext.

Key Architectural Choice:

  • Use MPC when you need collaborative computation between mutually distrusting parties (e.g., pharma sponsors and multiple research sites).
  • Use FHE when you need to offload computation to a single, untrusted cloud server while keeping the data owner in control of the keys.

For multi-institutional trials, MPC is often the more practical and scalable choice as it avoids the significant performance overhead of FHE.

conclusion-next-steps
IMPLEMENTATION

Conclusion and Next Steps for Deployment

This guide has outlined the core architecture for a privacy-preserving MPC framework for clinical trials. The final step is moving from a proof-of-concept to a production-ready system.

Deploying a multi-party computation (MPC) framework for clinical trials requires a phased approach. Begin with a testnet deployment on a network like Sepolia or Mumbai to validate the smart contract logic and MPC node coordination without real assets or sensitive data. Use this phase to test key workflows: patient cohort creation, blinded data submission via commit-reveal schemes, and the execution of the secure computation protocol (e.g., SPDZ or Shamir's Secret Sharing). Monitor gas costs, transaction finality, and the reliability of your off-chain MPC nodes.

Next, establish a robust node infrastructure. Production MPC nodes should be deployed on secure, isolated cloud instances or on-premise hardware with strict access controls. Implement automatic node recovery, load balancing, and continuous monitoring using tools like Prometheus and Grafana. The node software must handle network partitions and byzantine faults; consider integrating a consensus layer like Tendermint Core for the committee of MPC nodes to agree on computation inputs and outputs.

Key operational considerations include managing cryptographic key material, typically using Hardware Security Modules (HSMs) or cloud KMS solutions, and implementing a secure key refresh protocol to rotate secret shares periodically. Data ingestion pipelines from Electronic Data Capture (EDC) systems must be encrypted end-to-end. You'll also need a clear legal and operational framework for node operators, which could be the trial sponsors, regulatory bodies, or trusted third parties.

Finally, plan for long-term maintenance and upgrades. Smart contracts should be upgradeable via transparent proxy patterns (e.g., OpenZeppelin TransparentUpgradeableProxy) with a clear governance process, possibly involving a decentralized autonomous organization (DAO) of stakeholders. Keep abreast of advancements in zero-knowledge proofs and fully homomorphic encryption, as these may offer complementary or more efficient privacy solutions for future iterations. The code and architecture should be thoroughly audited by specialized security firms before mainnet launch.