Cybersecurity

Homomorphic Encryption: Secure Computation on Encrypted Data

Homomorphic encryption is a revolutionary technology that allows computations to be performed directly on encrypted data without the need for decryption. This preserves data privacy while enabling its use in data analysis and machine learning.

NumooNumoo Editorial August 13, 2026 3 min read 1
Homomorphic Encryption: Secure Computation on Encrypted Data
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In an increasingly data-driven and cloud-reliant world, a fundamental challenge arises: how to leverage sensitive data while maintaining its complete privacy and security. This has long been a difficult equation, as data processing typically requires decryption, exposing it to risk. However, homomorphic encryption (HE) is emerging as a promising solution that is changing the rules of the game in cybersecurity.

What's New

Homomorphic encryption is a unique type of encryption that allows computations to be performed on data while it is encrypted. This means you can process and analyze data in the cloud or with a third party without any other party being able to see the original, unencrypted data. When the results are decrypted, they are the same as what you would have obtained if you had performed the operations on the unencrypted data.

This technology has evolved significantly since its first appearance in 2009, and commercial homomorphic encryption libraries have become widely available for production use starting in 2025. In 2026, the global homomorphic encryption market size is estimated at USD 232.37 million, and is projected to reach USD 470.20 million by 2034, at a CAGR of 9.21% during this period. Homomorphic encryption includes several types, such as Partially Homomorphic Encryption (PHE) which supports one type of operation (e.g., addition or multiplication), and Fully Homomorphic Encryption (FHE) which allows an unlimited number of operations, representing the gold standard for encrypted data security.

Why it Matters

Privacy and security are at the core of current concerns for businesses and individuals, especially with the increasing regulatory landscape such as the General Data Protection Regulation (GDPR). Homomorphic encryption reduces the risks associated with data breaches and makes compliance with these regulations easier. It enables organizations to analyze large sets of sensitive data, such as health records or financial data, without compromising individual privacy, even if the service provider's system is compromised.

Notable real-world examples of homomorphic encryption in 2026 include Apple's use of it in Live Caller ID and Enhanced Visual Search, and its use in Microsoft Edge's Password Monitor. Startups like Fhenix and Inco are also leveraging it for encrypted Decentralized Finance (DeFi) applications on Ethereum, while Zodor provides tokenization platforms with identity protection, and Synnax Technologies uses it for decentralized AI.

How to Benefit Practically (Tools/Steps)

If you are a developer or security engineer, you can start exploring homomorphic encryption through available libraries and frameworks. Some popular tools include:

  • Microsoft SEAL: A widely adopted open-source library supporting BFV and CKKS encryption schemes, with a strong focus on performance optimization.
  • OpenFHE: A flexible framework designed for research, education, and applied cryptographic experimentation, supporting multiple HE schemes.
  • Google's FHE Repository (HEIR): A tool that converts C++ programs into FHE circuits.
  • IBM HElayers: An FHE SDK for practical and efficient execution of encrypted workloads.
  • Zama's Concrete ML: A framework enabling developers to build privacy-preserving AI applications using homomorphic encryption, offering seamless integration with PyTorch and scikit-learn.

To get started, you can:

  1. Understand the Basics: Familiarize yourself with the different types of homomorphic encryption (partially, somewhat, and fully homomorphic) and their distinctions.
  2. Choose the Right Tool: Based on your project requirements, select the library or framework that supports the type of operations you need (e.g., TFHE for logic and comparisons, CKKS for machine learning and statistics).
  3. Experiment and Implement: Use available examples and tutorials to create simple applications that perform computations on encrypted data.

While homomorphic encryption still faces challenges in terms of computational complexity and cost, continuous advancements are making it more applicable in real-world scenarios. Mastering this technology will provide you with a significant competitive advantage in a field where demand for privacy-preserving data security solutions is growing.

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