When a bug is detected by testing a quantum program on a quantum computer, we want to determine its location to fix it. To locate the bug, the quantum program is divided into several segments, and each segment is tested. However, to prepare a quantum state that is input to a segment, it is necessary to execute all the segments ahead of that segment in a quantum computer. This means that the cost of testing each segment depends on its location. We can also locate a buggy segment only if it is confirmed that there are no bugs in all segments ahead of that buggy segment. Since a quantum program is tested statistically on the basis of measurement results, there is a tradeoff between testing accuracy and cost. Although these characteristics are unique to quantum programs and complicate locating bugs, they have not been investigated. We suggest for the first time that these characteristics should be considered to efficiently locate bugs. We are also the first to propose a bug-locating method that takes these characteristics into account. The results from experiments indicate that the bug-locating cost, represented as the number of executed quantum gates, can be reduced with the proposed method compared with naive methods.
When a bug is detected by testing a quantum program on a quantum computer, we want to determine its location to fix it. To locate the bug, the quantum program is divided into several segments, and each segment is tested. However, to prepare a quantum state that is input to a segment, it is necessary to execute all the segments ahead of that segment in a quantum computer. This means that the cost of testing each segment depends on its location. We can also locate a buggy segment only if it is confirmed that there are no bugs in all segments ahead of that buggy segment. Since a quantum program is tested statistically on the basis of measurement results, there is a tradeoff between testing accuracy and cost. Although these characteristics are unique to quantum programs and complicate locating bugs, they have not been investigated. We suggest for the first time that these characteristics should be considered to efficiently locate bugs. We are also the first to propose a bug-locating method that takes these characteristics into account. The results from experiments indicate that the bug-locating cost, represented as the number of executed quantum gates, can be reduced with the proposed method compared with naive methods.
When a bug is detected by testing a quantum program on a quantum computer, we want to determine its location to fix it. To locate the bug, the quantum program is divided into several segments, and each segment is tested. However, to prepare a quantum state that is input to a segment, it is necessary to execute all the segments ahead of that segment in a quantum computer. This means that the cost of testing each segment depends on its location. We can also locate a buggy segment only if it is confirmed that there are no bugs in all segments ahead of that buggy segment. Since a quantum program is tested statistically on the basis of measurement results, there is a tradeoff between testing accuracy and cost. These characteristics are unique to quantum programs and complicate locating bugs. We propose an efficient bug-locating method consisting of four approaches, i.e., cost-based binary search, early determination, finalization, and looking back, which take these characteristics into account. We present experimental results indicating that the proposed method can reduce bug-locating cost, represented as the number of executed quantum gates, compared with naive methods that do not use the four approaches. The limitations and usefulness of the proposed method are also discussed on the basis of the experimental results.
In this paper, we propose a novel method for locating and diagnosing bugs in quantum circuits. Debugging in the quantum domain is especially challenging due to the inherent inability of assessing the quantum state of a program. Moreover, explaining the root cause behind unexpected outcomes is hard due to the limited information gain provided by measurements. Our approach aims to address both of these issue: Firstly, the bug site is identified using a standard circuit slicing technique combined with an associated measurement strategy. Secondly, we provide information about the nature of the bug, generated through repeated measurements. To minimize the number of measurements, we introduce a notion of equivalence classes based on unitary operations. This allows us to partition the gate library into classes that produce indistinguishable results under certain measurements. Finally, We assess the effectiveness and measurement complexity of our method by applying it to relevant primitive gate components and well-known quantum algorithms. Our empirical results shows that in 95.79% of all cases, our approach reveals the correct location of the bug along with a valid set of fault candidates. Furthermore, we demonstrate that the required number of circuit executions scales logarithmically with the circuit depth or linearly with the number of qubits.
Advances in NISQ devices have allowed quantum researchers and enthusiasts to design and develop quantum programs for different applications. As the hardware progresses from noisy to fault-tolerant, the size of the programs implemented will increase. As the circuits get larger, testing and debugging these circuits will become more complex. To overcome the counterintuitive nature of quantum circuits and help developers better understand their programs and locate bugs during the development process's testing and debugging stages, we must understand the different types of bugs that occur in quantum circuits and how they affect the state of the qubits and propagate through the circuit. In this work, we categorize some bugs that could occur when implementing quantum circuits. This poster is part of a bigger work that aims to assist developers in debugging their circuits. This is done by bridging some testing and debugging techniques from the classical world, such as hypothesis and binary-like testing, and debugging-assistance functions, such as tracking gates and detecting qubits' light cones. In addition, we collected and studied bugs from Stack Exchange, Stack Overflow, and GitHub and categorized these bugs based on their source to provide developers with tools and information for an efficient and systematic debugging process for their programs.
As quantum programming evolves, more and more quantum programming languages are being developed. As a result, debugging and testing quantum programs have become increasingly important. While bug fixing in classical programs has come a long way, there is a lack of research in quantum programs. To this end, this paper presents a comprehensive study on bug fixing in quantum programs. We collect and investigate 96 real-world bugs and their fixes from four popular quantum programming languages (Qiskit, Cirq, Q#, and ProjectQ). Our study shows that a high proportion of bugs in quantum programs are quantum-specific bugs (over 80%), which requires further research in the bug fixing domain. We also summarize and extend the bug patterns in quantum programs and subdivide the most critical part, math-related bugs, to make it more applicable to the study of quantum programs. Our findings summarize the characteristics of bugs in quantum programs and provide a basis for studying testing and debugging quantum programs.
Quantum computing has existed in the theoretical realm for several decades. Recently, quantum computing has re-emerged as a promising technology to solve problems that a classical computer could take hundreds of years to solve. However, there are challenges and opportunities for academics and practitioners regarding software engineering practices for testing and debugging quantum programs. This article presents a roadmap for addressing these challenges, pointing out the existing gaps in the literature and suggesting research directions. We discuss the limitations caused by noise, the no-cloning theorem, the lack of a standard architecture for quantum computers, among others. Regarding testing, we highlight gaps and opportunities related to transpilation, mutation analysis, input states with hybrid interfaces, program analysis, and coverage. For debugging, we present the current strategies, including classical techniques applied to quantum programs, quantum-specific assertions, and quantum-related bug patterns. We introduce a conceptual model to illustrate concepts regarding the testing and debugging of quantum programs and the relationship between them. Those concepts are used to identify and discuss research challenges to cope with quantum programs through 2030, focusing on the interfaces between classical and quantum computing and on creating testing and debugging techniques that take advantage of the unique quantum computing characteristics.
Bug patterns are erroneous code idioms or bad coding practices that have been proved to fail time and time again, which are usually caused by the misunderstanding of a programming language's features, the use of erroneous design patterns, or simple mistakes sharing common behaviors. This paper identifies and categorizes some bug patterns in the quantum programming language Qiskit and briefly discusses how to eliminate or prevent those bug patterns. We take this research as the first step to provide an underlying basis for debugging and testing quantum programs.