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Block random access memories (BRAMs) are the storage houses of FPGAs, providing extensive on-chip memory bandwidth to the compute units implemented using logic blocks and digital signal processing slices. We propose modifying BRAMs to convert them to CoMeFa  (Compute-in-Memory Blocks forFPGAs) random access memories (RAMs). These RAMs provide highly parallel compute-in-memory by combining computation and storage capabilities in one block. CoMeFa RAMs utilize the true dual-port nature of FPGA BRAMs and contain multiple configurable single-bit bit-serial processing elements. CoMeFa RAMs can be used to compute with any precision, which is extremely important for applications like deep learning (DL). Adding CoMeFa RAMs to FPGAs significantly increases their compute density while also reducing data movement. We explore and propose two architectures of these RAMs: CoMeFa-D (optimized for delay) and CoMeFa-A (optimized for area). Compared to existing proposals, CoMeFa RAMs do not require changing the underlying static RAM technology like simultaneously activating multiple wordlines on the same port, and are practical to implement. CoMeFa RAMs are especially suitable for parallel and compute-intensive applications like DL, but these versatile blocks find applications in diverse applications like signal processing and databases, among others. By augmenting an Intel Arria 10–like FPGA with CoMeFa-D (CoMeFa-A) RAMs at the cost of 3.8% (1.2%) area, and with algorithmic improvements and efficient mapping, we observe a geomean speedup of 2.55× (1.85×) across microbenchmarks from various applications and a geomean speedup of up to 2.5× across multiple deep neural networks. Replacing all or some BRAMs with CoMeFa RAMs in FPGAs can make them better accelerators of DL workloads. 

‘‘Extreme edge”¹devices, such as smart sensors, are a uniquely challenging environment for the deployment of machine learning. The tiny energy budgets of these devices lie beyond what is feasible for conventional deep neural networks, particularly in high-throughput scenarios, requiring us to rethink how we approach edge inference. In this work, we propose ULEEN, a model and FPGA-based accelerator architecture based on weightless neural networks (WNNs). WNNs eliminate energy-intensive arithmetic operations, instead using table lookups to perform computation, which makes them theoretically well-suited for edge inference. However, WNNs have historically suffered from poor accuracy and excessive memory usage. ULEEN incorporates algorithmic improvements and a novel training strategy inspired by binary neural networks (BNNs) to make significant strides in addressing these issues. We compare ULEEN against BNNs in software and hardware using the four MLPerf Tiny datasets and MNIST. Our FPGA implementations of ULEEN accomplish classification at 4.0–14.3 million inferences per second, improving area-normalized throughput by an average of 3.6× and steady-state energy efficiency by an average of 7.1× compared to the FPGA-based Xilinx FINN BNN inference platform. While ULEEN is not a universally applicable machine learning model, we demonstrate that it can be an excellent choice for certain applications in energy- and latency-critical edge environments. 

FPGAs are well-suited for accelerating deep learning (DL) applications owing to the rapidly changing algorithms, network architectures and computation requirements in this field. However, the generic building blocks available on traditional FPGAs limit the acceleration that can be achieved. Many modifications to FPGA architecture have been proposed and deployed including adding specialized artificial intelligence (AI) processing engines, adding support for smaller precision math like 8-bit fixed point and IEEE half-precision (fp16) in DSP slices, adding shadow multipliers in logic blocks, etc. In this paper, we describe replacing a portion of the FPGA’s programmable logic area with Tensor Slices. These slices have a systolic array of processing elements at their heart that support multiple tensor operations, multiple dynamically-selectable precisions and can be dynamically fractured into individual multipliers and MACs (multiply-and-accumulate). These slices have a local crossbar at the inputs that helps with easing the routing pressure caused by a large block on the FPGA. Adding these DL-specific coarse-grained hard blocks to FPGAs increases their compute density and makes them even better hardware accelerators for DL applications, while still keeping the vast majority of the real estate on the FPGA programmable at fine-grain.