This paper presents a novel architecture for in-memory computation of binary neural network (BNN) workloads based on STT-MRAM arrays. In the proposed architecture, BNN inputs are fed through bitlines, then, a BNN vector multiplication can be done by single sensing of the merged SL voltage of a row. Our design allows to perform unrestricted accumulation across rows for full utilization of the array and BNN model scalability, and overcomes challenges on the sensing circuit due to the limitation of low regular tunneling magnetoresistance ratio (TMR) in STT-MRAM. Circuit techniques are introduced in the periphery to make the energy-speed-area-robustness tradeoff more favorable. In particular, time-based sensing (TBS) and boosting are introduced to enhance the accuracy of the BNN computations. System simulations show 80.01% (98.42%) accuracy under the CIFAR-10 (MNIST) dataset under the effect of local and global process variations, corresponding to an 8.59% (0.38%) accuracy loss compared to the original BNN software implementation, while achieving an energy efficiency of 311 TOPS/W.

Binary neural networks (BNNs) that use 1-bit weights and activations have garnered interest as extreme quantization provides low power dissipation. By implementing BNNs as computation-in-memory (CIM), which computes multiplication and accumulations on memory arrays in an analog fashion, namely, analog CIM, we can further improve the energy efficiency to process neural networks. However, analog CIMs are susceptible to process variation, which refers to the variability in manufacturing that causes fluctuations in the electrical properties of transistors, resulting in significant degradation in BNN accuracy. Our Monte Carlo simulations demonstrate that in an SRAM-based analog CIM implementing the VGG-9 BNN model, the classification accuracy on the CIFAR-10 image dataset is degraded to below 50% under process variations in a 28 nm FD-SOI technology. To overcome this problem, we present a variation-aware BNN framework. The proposed framework is developed for SRAM-based BNN CIMs since SRAM is most widely used as on-chip memory; however, it is easily extensible to BNN CIMs based on other memories. Our extensive experimental results demonstrate that under process variation of 28 nm FD-SOI, with an SRAM array size of $128\times 128$, our framework significantly enhances classification accuracies on both the MNIST hand-written digit dataset and the CIFAR-10 image dataset. Specifically, for the CONVNET BNN model on MNIST, accuracy improves from 60.24% to 92.33%, while for the VGG-9 BNN model on CIFAR-10, accuracy increases from 45.23% to 78.22%.

Some applications, such as satellites, require ultralow power and high-radiation resilience. We developed a12Tsoft error-resilient SRAM cell, TA-Quatro, to deliver in-memory computing (IMC) for those applications. Based on our TA-Quatro cell, we implemented an IMC circuit to support binary weights and ternary activations in a single SRAM cell. Our simulation under 28 nm FD-SOI technology demonstrates that the TA-Quatro IMC circuit maintains good IMC stability at a scaled supply of 0.7Vand achieves ternary activation without needing analog-to-digital converters. These advancements significantly enhance the power efficiency of the proposed IMC circuit compared to state-of-the-art works.

This paper presents an efficient in-memory hyperdimensional computing (HDC) design based on spin transfer-torque magnetoresistive RAM (STT-MRAM), named STT-HDC. A novel time-domain sense amplifier circuit is proposed that significantly simplifies Hamming distance computation of HDC models while dramatically improving energy efficiency. Our design is evaluated using HSPICE simulation under the 28nm FD-SOI technology PDK (Process Design Kit). Simulation results indicate that our approach delivers an energy efficiency of 3.12(fJ) per bit, achieving highly reduction in energy consumption relative to previous implementations. This substantial enhancement in energy performance, coupled with the simplified computation model, paves the way for more practical and scalable HDC systems in resource-constrained environments. The influence of variations in different process corners, and temperature impacts are also thoroughly covered in the analysis.