Dynamic graph neural networks (DGNNs) play a crucial role in applications that require inferencing on graph-structured data, where the connectivity and features of the graph evolve over time. The proposed platform integrates graph neural network (GNN) and recurrent neural network (RNN) components of DGNNs, providing a unified platform that captures spatial and temporal information. Novel contributions include optimized cache reuse, a novel caching policy, and efficient GNN-RNN pipelining. Average energy efficiency gains of 8393X, 183x, and 87X -- 10X, and inference speedups of 1796X, 77X, and 21x -- 2.4X, over Intel Xeon Gold CPU, NVIDIA V100 GPU, and prior approaches, respectively, are demonstrated across multiple graph datasets and multiple DGNNs.

Graph neural networks (GNNs) analysis engines are vital for real-world problems that use large graph models. Challenges for a GNN hardware platform include the ability to 1) host a variety of GNNs; 2) handle high sparsity in input vertex feature vectors and the graph adjacency matrix and the accompanying random memory access patterns; and 3) maintain load-balanced computation in the face of uneven workloads, induced by high sparsity and power-law vertex degree distributions. This article proposes GNNIE, an accelerator designed to run a broad range of GNNs. It tackles workload imbalance by 1) splitting vertex feature operands into blocks; 2) reordering and redistributing computations; and 3) using a novel flexible MAC architecture. It adopts a graph-specific, degree-aware caching policy that is well suited to real-world graph characteristics. The policy enhances on-chip data reuse and avoids random memory access to DRAM. GNNIE achieves average speedups of $7197\times $ over a CPU and $17.81\times $ over a GPU over multiple datasets on graph attention networks (GATs), graph convolutional networks (GCNs), GraphSAGE, GINConv, and DiffPool. Compared to prior approaches, GNNIE achieves an average speedup of $5\times $ over HyGCN (which cannot implement GATs) for GCN, GraphSAGE, and GINConv. GNNIE achieves an average speedup of $1.3\times $ over AWB-GCN (which runs only GCNs), despite using $3.4\times $ fewer processing units.

Graph neural networks (GNN) are vital for analytics on real-world problems with graph models. This work develops a multicore GNN training accelerator and develops multicore-specific optimizations for superior performance. It uses enhanced multicore-specific dynamic caching to circumvent the costs of irregular DRAM access patterns of graph-structured data. A novel feature vector segmentation approach is used to maximize on-chip data reuse with high on-chip computation per memory access, reducing data access latency, using a machine learning model for optimal performance. The work presents a major advance over prior FPGA/ASIC GNN accelerators by handling significantly larger datasets (with up to 8.6M vertices) on a variety of GNN models. On average, training speedup of 17× and energy efficiency improvement of 322× is achieved over DGL on a GPU; a speedup of 14× with 268× lower energy is shown over GPU-based GNNAdvisor; and 11× and 24× speedups are obtained over ASIC-based Rubik and FPGA-based GraphACT.

Graph neural networks (GNN) inferencing involves weighting vertex feature vectors, followed by aggregating weighted vectors over a vertex neighborhood. High and variable sparsity in the input vertex feature vectors, and high sparsity and power-law degree distributions in the adjacency matrix, can lead to (a) unbalanced loads and (b) inefficient random memory accesses. GNNIE ensures load-balancing by splitting features into blocks, proposing a flexible MAC architecture, and employing load (re)distribution. GNNIE's novel caching scheme bypasses the high costs of random DRAM accesses. GNNIE shows high speedups over CPUs/GPUs; it is faster and runs a broader range of GNNs than existing accelerators.

The embedded multi-die interconnect bridge (EMIB) is an advanced packaging technology for 2.5D integration. This paper presents a bridge test architecture based on the proposed IEEE Std. P1838. The proposed test method enables access to interconnects at a pre-assembly stage by pairing the interconnects using metal shorts and probing on coarse-pitch C4 bumps. It can efficiently detect resistive-open and resistive-short defects in the bridge interconnects and micro-bumps. Simulation results are presented to evaluate the range of defects that can be detected by the proposed method.

The main objective of this paper is the modeling and analysis of inorganic homo-junction and inorganic-organic hybrid solar cells. For this, an independent model is developed that is capable of simulating the I-V characteristics of any homo-junction solar cell. The efficiency from the model is 14.897% at standard conditions and from PC1D, a commercial software the efficiency is 14.37% under the same conditions. Also hybrid series and hybrid parallel solar cells are modeled. The efficiency of the single inorganic cell is increased from 15% to 19.5% by the hybrid parallel connection.

The main objective of this paper is to make a detailed modelling of a single solar cell incorporating basic operating equations and include the dependence of cell temperature on irradiance as a combined effect in the model. For this purpose at first the change of open circuit voltage and short circuit current at varying operating conditions like irradiance and temperature is theoretically explored. After that, a simulink model is made using MATLAB to simulate the separate and combined effect of irradiance and temperature on single solar cell and the output curves are analyzed to compare the model with used module's datasheet. Then fall of open circuit voltage with irradiance due to temperature effect is illustrated and explained in detail.