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In the current noisy intermediate-scale quantum (NISQ) Era, Quantum Computing faces significant challenges due to noise, which severely restricts the application of computing complex algorithms. Superconducting quantum chips, one of the pioneer quantum computation technologies, introduce additional noise when moving qubits to adjacent locations for operation on designated two-qubit gates. The current compilers rely on decision models that either count the swap gates or multiply the gate errors when choosing swap paths at the routing stage. Our research has unveiled the overlooked situations for error propagations through the circuit, leading to accumulations that may affect the final output. In this paper, we propose Error Propagation-Aware Routing (EPAR), designed to enhance the compilation performance by considering accumulated errors in routing. EPAR’s effectiveness is validated through benchmarks on a 27-qubit machine and two simulated systems with different topologies. The results indicate an average success rate improvement of 10% on both real and simulated heavy hex lattice topologies, along with a 16% enhancement in a mesh topology simulation. These findings underscore the potential of EPAR to advance quantum computing in the NISQ era substantially. 

Long Short-Term Memory (LSTM) deep neural networks are diverse in the tasks they can accomplish, such as image captioning and speech recognition. However, they remain susceptible to transient faults when deployed in environments with high-energy particles or radiation. It remains unknown how the potential transient faults will impact LSTM models. Therefore, we investigate the resilience of the weights and biases of these networks through four implementations of the original LSTM network. Based on the observations made through the fault injection of these networks, we propose an effective method of fault mitigation through Hamming encoding of selected weights and biases in a given network. 

Quantum computers in the current noisy intermediate-scale quantum (NISQ) era face two major limitations - size and error vulnerability. Although quantum error correction (QEC) methods exist, they are not applicable at the current size of computers, requiring thousands of qubits, while NISQ systems have nearly one hundred at most. One common approach to improve reliability is to adjust the compilation process to create a more reliable final circuit, where the two most critical compilation decisions are the qubit allocation and qubit routing problems. We focus on solving the qubit allocation problem and identifying initial layouts that result in a reduction of error. To identify these layouts, we combine reinforcement learning with a graph neural network (GNN)-based Q-network to process the mesh topology of the quantum computer, known as the backend, and make mapping decisions, creating a Graph Neural Network Assisted Quantum Compilation (GNAQC) strategy. We train the architecture using a set of four backends and six circuits and find that GNAQC improves output fidelity by roughly 12.7% over pre-existing allocation methods. 

With the growing effort to reduce power consumption in machines, fault tolerance becomes more of a concern. This holds particularly for large-scale computing, where execution failures due to soft faults waste excessive time and resources. These large-scale applications are normally parallel in nature and rely on control structures tailored specifically for parallel computing, such as locks and barriers. While there are many studies on resilient software, to our knowledge none of them focus on protecting these parallel control structures. In this work, we present a method of ensuring the correct operation of both locks and barriers in parallel applications. Our method tracks the memory locations used within parallel sections and detects a violation of the control structures. Upon detecting any violation, the violating thread is rolled back to the beginning of the structure and reattempts it, similar to rollback mechanisms in transactional memory systems. We test the method on representative samples of the BigDataBench kernels and find it exhibits a mean error reduction of 93.6% for basic mutex locks and barriers with a mean 6.55% execution time overhead at 64 threads. Additionally, we provide a comparison to transactional memory methods and demonstrate up to a mean 57.5% execution time overhead reduction.