multi-ciphertext image processing

Designs and builds systems that split large images into multiple encrypted sub-images and represent each sub-image as a separate ciphertext within a multi-ciphertext (FHE) processing framework, enabling parallel encrypted-image computation. Analyzes and optimizes sub-image partitioning, ciphertext-level parallelism, bootstrapping placement, and FHE parameter and key-size tradeoffs to minimize computational, memory, and communication overhead.

multi-ciphertextimageprocessing

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为解决高效处理加密细粒度数据的问题,本文提出PixCrypt,一种基于缓存的加速机制,通过减少密文生成和使用系数级操作来加快全同态加密速度。

EfficiencyFine-Grained DataHomomorphic Encryption

This work addresses the substantial computational overhead of existing homomorphic encryption schemes when processing high-resolution images. To mitigate this, the authors propose a multi-ciphertext privacy-preserving framework that enables parallel computation through image tiling and encrypted-domain convolution optimization via repeated packing. An efficient Sobel operator is specifically designed to support gradient computation on encrypted data. Key innovations include a tiling strategy that reduces ciphertext parameter size, a novel bootstrapping placement mechanism to minimize computational cost, and a sign-function-based polynomial approximation for reciprocal computation that enhances gradient direction accuracy. Experimental results demonstrate that the proposed approach significantly reduces the complexity of encrypting high-resolution images and computing their gradients, while simultaneously improving both client-side efficiency and server-side processing performance.

computational overheadhigh-resolution imagehomomorphic encryption

Multi-bit TFHE suffers from narrow numerical representation ranges and low computational efficiency, hindering large-scale privacy-preserving computation in cloud environments. This paper proposes Taurus, a hardware-accelerated architecture enabling, for the first time, private inference of large language models (e.g., GPT-2) using multi-bit TFHE. Taurus jointly enhances ciphertext computation throughput and numerical precision through a customized FFT unit, key-value reuse mechanism, memory bandwidth optimization, and a compiler supporting operation deduplication. Experimental results demonstrate that Taurus achieves up to 2600× and 1200× speedup over CPU and GPU baselines, respectively, and outperforms the state-of-the-art TFHE accelerator by 7×. These advances significantly advance the practical deployment of high-precision, wide-dynamic-range privacy-preserving computation.

Enabling practical privacy-preserving computation with large language modelsEnhancing multi-bit TFHE efficiency for wider numeric representationsOvercoming computational overhead in fully homomorphic encryption operations

DCT-CryptoNets: Scaling Private Inference in the Frequency Domain

Aug 27, 2024
AR
Arjun Roy
🏛️ Purdue University

To address the high computational overhead and poor scalability of fully homomorphic encryption (FHE) for private inference, this paper introduces the first frequency-domain private inference paradigm. Our method integrates the discrete cosine transform (DCT) into the FHE inference pipeline, enabling lightweight activation functions and optimized bootstrapping directly on JPEG-compatible frequency-domain representations. Leveraging the energy concentration property of DCT coefficients in low-frequency bands, we design a low-frequency-aware training strategy and a dedicated frequency-domain neural network architecture, coupled with dynamic bootstrapping scheduling. Experiments on ImageNet demonstrate that inference time is reduced from 12.5 to 2.5 hours (5.3× speedup), exhibiting superlinear scalability. Moreover, ciphertext noise is significantly suppressed, yielding improved prediction robustness. This work establishes a novel pathway toward high-accuracy, high-efficiency privacy-preserving inference.

Deep Neural NetworksHomomorphic EncryptionPrivacy-Preserving Computation

Orion: A Fully Homomorphic Encryption Framework for Deep Learning

Nov 06, 2023
AE
Austin Ebel
🏛️ New York University

Fully homomorphic encryption (FHE) faces critical challenges in deep learning inference—including prohibitive computational overhead, inefficient vector packing, uncontrolled noise growth, and lack of high-level programming abstractions. Method: This paper introduces the first end-to-end FHE inference framework for PyTorch. It proposes a novel single-shot multi-channel convolutional packing strategy; designs a noise-aware, fully automated bootstrap placement and dynamic scaling mechanism; and implements automatic compilation and optimized scheduling—from PyTorch models to CKKS circuits—including relinearization and rescaling. Contribution/Results: It achieves the first complete FHE inference for ResNet-50 (ImageNet) and YOLO-v1 (139M parameters, high-resolution input); ResNet-20 inference is 2.38× faster than the state of the art; and the implementation is open-sourced.

Enables private neural inference using Fully Homomorphic Encryption.Outperforms state-of-the-art in FHE-secured deep learning benchmarks.Translates PyTorch neural networks into efficient FHE programs.

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Existing fully homomorphic encryption (FHE) compilers perform optimizations only at the ciphertext level, which is insufficient to eliminate polynomial-level redundant computations across ciphertexts, thereby limiting performance gains. This work proposes Recifhe, a multi-level FHE compiler that introduces, for the first time, polynomial-level optimization. Recifhe transforms conventional programs into FHE-compatible ones while integrating the RNS-CKKS scheme, achieving finer-grained computation reduction through ciphertext management, global program transformation, and cross-ciphertext polynomial redundancy elimination. Compared to approaches restricted to ciphertext-level optimization, Recifhe delivers an average speedup of 1.25×.

Ciphertext-Level OptimizationCompiler OptimizationFully Homomorphic Encryption

Fully homomorphic encryption (FHE) remains challenging to execute efficiently due to its substantial computational and memory overhead, exacerbated by a longstanding disconnect between cryptographic optimizations and hardware design. This work proposes a memory-centric, architecture-aware hardware-software co-optimization approach that tightly integrates the CKKS scheme with accelerator design, drastically reducing off-chip memory accesses and temporary data storage. Key innovations include an accelerator-oriented fine-grained coefficient-to-slot transformation, plaintext compression, intermediate modulus upping, dedicated on-chip buffers, and extended functional units. These synergistic enhancements enable, for the first time, sub-millisecond CKKS bootstrapping. Compared to the state-of-the-art FHE accelerators, the proposed design achieves 1.38× to 8.74× higher performance per unit area.

Accelerator ArchitectureCKKS BootstrappingFully Homomorphic Encryption

This work addresses the vulnerability of CKKS homomorphic encryption to transient hardware faults on CPUs, which can cause silent data corruption, while existing fault-tolerance mechanisms incur prohibitive overhead. To mitigate this, the authors propose a three-tiered, low-overhead fault-tolerance scheme comprising modulus-aware bucket checking, intra-operator fused verification, and inter-operator check fusion. This approach ensures end-to-end error detection while substantially reducing overheads associated with modular arithmetic, memory access, and execution. Implemented atop OpenFHE, the solution achieves 100% error detection across 150,000 non-crash fault injections, with runtime overhead ranging from 6.0% to 8.4% (averaging 6.8%)—a 4.9× reduction in protection cost compared to conventional methods.

CKKSfault tolerancefully homomorphic encryption

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