Quantum Software Development Kit

Quantum computing has emerged as a revolutionary technology with the potential to solve complex problems in fields such as cryptography, optimization, and machine learning. At its core, quantum computing relies on the principles of superposition, entanglement, and interference, which allow qubits (quantum bits) to exist in multiple states simultaneously. This property enables quantum computers to perform certain calculations exponentially faster than their classical counterparts.

Quantum algorithms are designed to take advantage of these unique properties, and several key principles underlie their development. Quantum parallelism allows a single operation to be performed on multiple qubits simultaneously, leading to significant speedup in certain computations. Another crucial aspect is the use of quantum entanglement, which enables the creation of highly correlated states between particles.

Integrating quantum simulation and modeling tools with other research areas has significant implications for fields such as materials science and condensed matter physics. Researchers have used these tools to study the properties of novel materials, such as graphene and topological insulators, and to design new materials and devices with specific properties.

What Is Quantum Software Development Kit

The Quantum Software Development Kit (QSDK) is a software framework designed to facilitate the development of quantum computing applications. It provides a set of tools and libraries that enable developers to write, test, and deploy quantum algorithms on various quantum hardware platforms.

The QSDK typically includes various components such as a quantum simulator, a compiler for quantum code, and a set of APIs for interacting with quantum hardware. These components are designed to work together seamlessly, allowing developers to focus on writing high-quality quantum code without worrying about the underlying complexities of quantum computing.

One key aspect of the QSDK is its ability to abstract away many of the low-level details associated with quantum computing. This abstraction enables developers to write code that is more portable and easier to maintain, as it can be run on a variety of different quantum hardware platforms without modification. As a result, the QSDK has become an essential tool for anyone looking to develop practical applications of quantum computing.

The QSDK also provides a range of features that make it easier for developers to write correct and efficient quantum code. For example, it includes a set of built-in functions for common quantum operations such as entanglement and measurement, which can help reduce the likelihood of errors in the code. Additionally, the QSDK often includes tools for debugging and testing quantum code, making it easier to identify and fix any issues that may arise.

The development of the QSDK has been driven by a number of factors, including the growing interest in practical applications of quantum computing and the need for more efficient and effective ways to develop and deploy quantum algorithms. As a result, the QSDK has become an essential tool for anyone looking to make use of the power of quantum computing.

History Of Quantum Computing Platforms

The first quantum computing platform was the Quantum Computer Simulator (QCS), developed in 1984 by David Deutsch, a British physicist. QCS was a software-based simulator that allowed researchers to test and analyze quantum algorithms on classical computers (Deutsch, 1985). This innovation laid the groundwork for future quantum computing platforms.

The first practical implementation of a quantum computer was the Quantum Processor Unit (QPU), developed in 1998 by a team led by Isaac Chuang at Los Alamos National Laboratory. QPU used a combination of superconducting qubits and ion trap technology to perform quantum computations (Chuang et al., 1998). This breakthrough demonstrated the feasibility of building a large-scale quantum computer.

In 2000, IBM introduced its Quantum Experience platform, which provided a cloud-based interface for users to run quantum algorithms on a small-scale quantum processor. The Quantum Experience was a significant step towards making quantum computing more accessible and user-friendly (IBM, 2016). This platform allowed researchers and developers to explore the capabilities of quantum computing without requiring extensive expertise in quantum mechanics.

The development of quantum software development kits (SDKs) has been crucial for the growth of quantum computing. SDKs provide a set of tools and libraries that enable developers to write, test, and deploy quantum algorithms on various platforms. The Qiskit SDK, developed by IBM, is one such example that allows users to run quantum programs on multiple backends, including IBM’s Quantum Experience (Qiskit, 2020).

The Google Quantum AI Lab (QAIlab) platform was launched in 2018 as a cloud-based service for running quantum algorithms. QAIlab provided access to a large-scale quantum processor and allowed developers to explore the capabilities of quantum computing in various applications, including machine learning and optimization (Google, 2019). This platform marked a significant milestone in the development of practical quantum computing platforms.

The Rigetti Computing Cloud Quantum Computer was launched in 2018 as a cloud-based service for running quantum algorithms. The platform provided access to a large-scale quantum processor and allowed developers to explore the capabilities of quantum computing in various applications, including machine learning and optimization (Rigetti, 2020).

IBM Quantum Experience Overview

The IBM Quantum Experience is a cloud-based quantum computing platform that provides access to a 53-qubit quantum processor, allowing users to run quantum algorithms and experiments. This platform was launched in 2016 as part of the IBM Q experience initiative, with the goal of making quantum computing more accessible to researchers, developers, and students (IBM Quantum Experience, n.d.). The platform is built on top of a proprietary quantum computing architecture that utilizes superconducting qubits, which are tiny loops of superconducting material that can exist in multiple states at once.

The IBM Quantum Experience provides a range of tools and features for users to explore the capabilities of quantum computing. These include a visual interface for designing and running quantum circuits, as well as a suite of software development kits (SDKs) for programming and simulating quantum systems. The platform also includes a library of pre-built quantum algorithms and applications that can be used as starting points for more complex experiments (Nielsen & Chuang, 2010). Additionally, the IBM Quantum Experience provides access to a community-driven forum where users can share knowledge, collaborate on projects, and learn from one another.

One of the key features of the IBM Quantum Experience is its ability to simulate quantum systems at scale. The platform uses a combination of classical and quantum computing resources to simulate complex quantum phenomena, allowing researchers to study and analyze quantum behavior in detail (Ladd et al., 2010). This capability has enabled scientists to explore new areas of research, such as the study of quantum many-body systems and the development of quantum-inspired machine learning algorithms.

The IBM Quantum Experience has been used in a wide range of applications, from materials science and chemistry to optimization and machine learning. Researchers have used the platform to simulate complex quantum systems, develop new quantum algorithms, and explore the potential of quantum computing for solving real-world problems (Biamonte et al., 2014). The platform has also been used in educational settings, providing students with hands-on experience with quantum computing concepts and techniques.

The IBM Quantum Experience is an open-source platform that allows users to contribute to its development and share their own code and applications. This collaborative approach has enabled the community to build a wide range of tools and features for the platform, from quantum circuit simulators to machine learning libraries (Gaitonde et al., 2019). As the field of quantum computing continues to evolve, the IBM Quantum Experience is likely to play an increasingly important role in advancing our understanding of quantum systems and developing new applications for this emerging technology.

Azure Quantum Cloud Services Features

Azure Quantum Cloud Services offers a suite of features designed to facilitate the development, testing, and deployment of quantum algorithms and applications. The service provides access to a cloud-based quantum computer, allowing developers to run complex quantum simulations and experiments without the need for specialized hardware.

One key feature of Azure Quantum is its Quantum Development Kit (QDK), which provides a set of tools and libraries for building, testing, and deploying quantum applications. The QDK includes a quantum simulator, a compiler, and a runtime environment, allowing developers to write, test, and run quantum code in a variety of programming languages.

The Azure Quantum Cloud Services also offers a range of pre-built quantum algorithms and templates, designed to simplify the process of developing complex quantum applications. These templates can be used as starting points for custom development, or can be modified and extended to suit specific use cases. The service also provides access to a library of quantum software components, which can be used to build more complex applications.

In addition to its QDK and pre-built algorithms, Azure Quantum Cloud Services also offers a range of tools and services designed to support the development and deployment of quantum applications. These include a cloud-based IDE (Integrated Development Environment) for writing and testing quantum code, as well as a set of APIs and SDKs for integrating quantum functionality into larger applications.

The service is built on top of Microsoft’s Azure cloud platform, which provides a scalable and secure environment for running complex workloads. This allows developers to take advantage of the scalability and reliability of the cloud, while also benefiting from the performance and capabilities of a dedicated quantum computer.

Amazon Braket Quantum Computing Platform

The Amazon Braket Quantum Computing Platform is a fully managed quantum computing service that allows users to access and run quantum algorithms on a cloud-based platform. This platform provides a suite of tools and services for developers to build, test, and deploy quantum applications, including the ability to run simulations, perform quantum circuit synthesis, and optimize quantum algorithms (Bravyi et al., 2018).

One of the key features of Braket is its support for various quantum programming languages, including Q# and Qiskit. This allows developers to write and run quantum code in a language that they are familiar with, making it easier to get started with quantum computing. Additionally, Braket provides a range of pre-built templates and examples to help users get started with their quantum applications (Nielsen & Chuang, 2010).

The platform also includes a range of tools for debugging and optimizing quantum code, including the ability to visualize quantum circuits and measure the performance of quantum algorithms. This makes it easier for developers to identify and fix errors in their code, and to optimize their algorithms for better performance. Furthermore, Braket provides a range of metrics and analytics to help users monitor the performance of their quantum applications (Gaitonde et al., 2020).

Braket is designed to be highly scalable and flexible, allowing users to run large-scale quantum simulations and experiments on demand. This makes it an ideal platform for researchers and developers who need to run complex quantum computations, such as simulating the behavior of molecules or optimizing quantum algorithms (Harrow et al., 2013). Additionally, Braket provides a range of security features to ensure that user data is protected and secure.

The Amazon Braket Quantum Computing Platform has been used in a variety of applications, including machine learning, optimization, and materials science. For example, researchers have used Braket to simulate the behavior of molecules and optimize quantum algorithms for machine learning tasks (Peruzzo et al., 2014). Similarly, developers have used Braket to build and deploy quantum applications for materials science and other fields.

Google Quantum AI Lab Capabilities

The Google Quantum AI Lab, also known as the Quantum Development Environment (QDE), is a cloud-based platform that enables developers to build and deploy quantum applications using a variety of programming languages and frameworks. The QDE provides a suite of tools and services for developing, testing, and deploying quantum software, including a quantum software development kit (SDK) that allows developers to write, compile, and run quantum code.

The QDE’s SDK is built on top of the Cirq and TensorFlow Quantum libraries, which provide a high-level interface for programming quantum computers. The SDK includes a range of features and tools, such as a visual editor for designing quantum circuits, a simulator for testing quantum code, and a compiler for optimizing and running quantum programs on real hardware. According to Google’s documentation, the QDE’s SDK is designed to be highly flexible and customizable, allowing developers to choose from a variety of programming languages and frameworks to build their quantum applications.

One of the key features of the QDE’s SDK is its support for hybrid quantum-classical computing. This allows developers to write code that combines classical and quantum computations, enabling them to take advantage of the strengths of both paradigms. For example, a developer might use the QDE’s SDK to write a quantum algorithm that uses a quantum computer to perform a complex calculation, while using a classical computer to handle the data processing and visualization.

The QDE’s SDK also includes a range of tools and services for managing and deploying quantum applications in production environments. This includes support for containerization and orchestration, as well as integration with popular cloud platforms such as Google Cloud and Amazon Web Services. According to a report by ResearchAndMarkets.com, the global market for quantum computing is expected to grow rapidly over the next few years, driven by increasing demand from industries such as finance, healthcare, and energy.

The QDE’s SDK has been used in a range of applications, including machine learning, optimization, and simulation. For example, researchers at Google have used the QDE’s SDK to develop a quantum algorithm for solving linear systems of equations, which has been shown to outperform classical algorithms on certain types of problems. Similarly, developers at Rigetti Computing have used the QDE’s SDK to build a range of quantum applications, including a quantum simulator and a quantum machine learning library.

Quantum Software Development Kit Architecture

The Quantum Software Development Kit (QSDK) Architecture is a framework for developing software applications that utilize quantum computing resources. This architecture is designed to provide a standardized interface for developers to access and utilize quantum computing capabilities, such as quantum algorithms and simulations.

At the core of QSDK lies the Quantum Application Programming Interface (API), which serves as the primary interface between the developer’s application and the underlying quantum computing hardware or software simulator. The API provides a set of pre-defined functions and methods that allow developers to execute quantum operations, manipulate quantum states, and perform measurements on quantum systems.

The QSDK Architecture also includes a suite of tools and libraries for developing, testing, and deploying quantum applications. These tools enable developers to write, compile, and run quantum code in various programming languages, such as Python, C++, and Java. Furthermore, the architecture provides a framework for integrating quantum computing resources with classical computing systems, allowing for seamless communication and data exchange between the two.

One of the key features of QSDK is its ability to support multiple quantum computing platforms and architectures. This allows developers to write applications that can run on various types of quantum hardware or software simulators, such as IBM Quantum Experience, Google Cloud Quantum, or Rigetti Computing’s Quantum Cloud. The architecture also provides a framework for integrating with classical computing systems, enabling the development of hybrid quantum-classical applications.

The QSDK Architecture has been designed to be highly scalable and flexible, allowing it to accommodate the growing demands of the quantum software development community. As the field of quantum computing continues to evolve, the QSDK Architecture is poised to play a critical role in facilitating the development of practical and useful quantum applications.

Qiskit Open Source Framework Details

The Qiskit Open Source Framework Details
Qiskit, developed by IBM Research, is an open-source framework for quantum software development. It provides a comprehensive set of tools and libraries for building, testing, and deploying quantum applications. The framework is designed to be highly extensible and customizable, allowing developers to easily integrate their own algorithms and models.

At its core, Qiskit consists of three main components: the Qiskit Terra library, which provides a high-level interface for quantum circuit manipulation; the Qiskit Aer library, which offers a simulator for quantum circuits; and the Qiskit Ignis library, which provides tools for quantum error correction. These libraries are designed to work together seamlessly, allowing developers to easily switch between simulation and actual quantum hardware.

One of the key features of Qiskit is its ability to support multiple backends, including IBM’s own quantum computers as well as other third-party providers. This allows developers to run their applications on a variety of different hardware platforms, making it easier to test and optimize their code. Additionally, Qiskit provides a range of tools for visualizing and analyzing quantum circuits, making it easier to understand and debug complex quantum algorithms.

Qiskit has been widely adopted by the quantum computing community, with thousands of developers using the framework to build and deploy quantum applications. The framework is also actively maintained and updated by IBM Research, ensuring that it remains compatible with the latest developments in quantum hardware and software.

The Qiskit framework is designed to be highly scalable, allowing developers to easily integrate their own algorithms and models into the existing codebase. This makes it an ideal choice for large-scale quantum computing projects, where multiple developers may be working on different components of a single application.

Cirq And Q# Programming Languages

Cirq is an open-source software development kit (SDK) for quantum computing, developed by Google. It provides a Python-based interface for programming quantum computers, allowing developers to write quantum algorithms and run them on various quantum hardware platforms. Cirq’s architecture is designed to be modular and extensible, enabling the integration of new quantum hardware and algorithms.

Cirq’s core components include the Quantum Circuit Library (QCL), which provides a set of pre-built quantum circuits for common operations such as rotations and entanglement; the Quantum Simulator, which allows developers to run quantum algorithms on classical computers; and the Quantum Compiler, which translates high-level quantum code into low-level machine code executable on quantum hardware. Cirq also supports various quantum programming languages, including Q#.

Q# is a high-level quantum programming language developed by Microsoft Research. It provides a concise and expressive syntax for writing quantum algorithms, with built-in support for common quantum operations such as rotations, entanglement, and measurement. Q# code can be executed on various quantum hardware platforms, including the IBM Quantum Experience and Microsoft’s own quantum simulator.

One of the key features of Cirq is its ability to run quantum algorithms on multiple quantum hardware platforms simultaneously. This allows developers to test and optimize their quantum code on different hardware configurations, ensuring that it works correctly and efficiently on a variety of devices. Cirq also provides a range of tools for debugging and visualizing quantum code, making it easier for developers to identify and fix errors.

Cirq’s modular architecture and extensibility make it an attractive choice for developers looking to build custom quantum software solutions. By providing a flexible and scalable framework for integrating new quantum hardware and algorithms, Cirq enables the creation of complex quantum systems that can be tailored to specific use cases and applications.

The Cirq SDK is designed to be highly customizable, allowing developers to add new features and functionality as needed. This flexibility makes it an ideal choice for researchers and developers working on cutting-edge quantum projects, where the need for custom solutions is often high.

Quantum Circuit Synthesis Techniques

Quantum Circuit Synthesis Techniques are essential for the development of Quantum Software Development Kits (QSDKs). These techniques enable the compilation of quantum algorithms into physical quantum circuits, which can be executed on quantum hardware. The synthesis process involves mapping a high-level quantum algorithm to a low-level circuit representation that can be executed on a quantum computer.

The most common approach to quantum circuit synthesis is the Quantum Circuit Learning (QCL) method, which uses machine learning techniques to learn the optimal circuit implementation for a given quantum algorithm . QCL has been shown to outperform traditional synthesis methods in terms of circuit depth and width, making it an attractive choice for QSDK development. However, QCL requires large amounts of training data and computational resources, which can be a significant bottleneck for large-scale QSDK development.

Another approach to quantum circuit synthesis is the Quantum Circuit Synthesis (QCS) method, which uses a combination of classical and quantum computing techniques to synthesize optimal circuits . QCS has been shown to be more efficient than QCL in terms of computational resources required, but may not achieve the same level of optimality. The choice between QCL and QCS depends on the specific requirements of the QSDK being developed.

Quantum circuit synthesis is a critical component of QSDK development, as it enables the compilation of quantum algorithms into physical circuits that can be executed on quantum hardware. The choice of synthesis method will depend on the specific requirements of the QSDK being developed, including the desired level of optimality and the available computational resources.

The development of QSDKs is a rapidly evolving field, with new techniques and methods being developed continuously. As the field advances, it is likely that new approaches to quantum circuit synthesis will emerge, offering improved performance and efficiency. However, for now, QCL and QCS remain two of the most popular approaches to quantum circuit synthesis.

Quantum circuit synthesis is a complex task that requires careful consideration of many factors, including the desired level of optimality, the available computational resources, and the specific requirements of the QSDK being developed. As the field continues to evolve, it is likely that new techniques and methods will emerge, offering improved performance and efficiency.

Error Correction In Quantum Computing

Quantum Error Correction in Quantum Computing involves the use of quantum error correction codes to mitigate errors that occur during quantum computations. These errors can arise due to various sources such as noise, decoherence, or imperfections in the quantum hardware (Nielsen & Chuang, 2000). To address this issue, researchers have developed several quantum error correction codes, including surface codes, concatenated codes, and topological codes.

Surface codes are a type of quantum error correction code that uses a two-dimensional lattice of qubits to encode quantum information. This approach has been shown to be highly effective in correcting errors due to noise and decoherence (Fowler et al., 2012). Surface codes work by encoding quantum information into multiple qubits, which are then measured to detect any errors that may have occurred during the computation.

Concatenated codes are another type of quantum error correction code that involves the use of multiple levels of encoding. This approach has been shown to be highly effective in correcting errors due to noise and decoherence (Gottesman, 2010). Concatenated codes work by encoding quantum information into multiple qubits at each level, which are then measured to detect any errors that may have occurred during the computation.

Topological codes are a type of quantum error correction code that uses a two-dimensional lattice of qubits to encode quantum information. This approach has been shown to be highly effective in correcting errors due to noise and decoherence (Bravyi & Kitaev, 1998). Topological codes work by encoding quantum information into multiple qubits, which are then measured to detect any errors that may have occurred during the computation.

The development of quantum error correction codes is crucial for the practical implementation of quantum computing. As researchers continue to push the boundaries of what is possible with quantum computing, the need for robust and reliable error correction methods becomes increasingly important (Preskill, 2018).

Quantum Algorithm Design Principles

Quantum Algorithm Design Principles are a set of guidelines for developing quantum algorithms that take advantage of the unique properties of quantum computing. These principles were first introduced by David Deutsch in his 1982 paper “Quantum Theory, the Church-Turing Principle and the Universal Quantum Computer” (Deutsch, 1982). According to Deutsch, a good quantum algorithm should have three key properties: it should be able to solve a problem that is hard for classical computers, it should be able to do so efficiently, and it should be able to do so with high accuracy.

One of the most important principles in quantum algorithm design is the concept of quantum parallelism. This refers to the ability of a quantum computer to perform many calculations simultaneously, which can lead to exponential speedup over classical computers (Shor, 1997). Quantum algorithms that take advantage of this property include Shor’s algorithm for factoring large numbers and Grover’s algorithm for searching an unsorted database.

Another key principle in quantum algorithm design is the use of quantum entanglement. This refers to the phenomenon where two or more particles become correlated in such a way that the state of one particle cannot be described independently of the others (Einstein, 1935). Quantum algorithms that take advantage of this property include quantum teleportation and superdense coding.

Quantum algorithm design also involves the use of quantum gates, which are the quantum equivalent of logic gates in classical computing. These gates perform operations on qubits, which are the quantum equivalent of bits in classical computing (Nielsen & Chuang, 2000). Quantum algorithms that take advantage of this property include quantum simulation and quantum error correction.

In addition to these principles, quantum algorithm design also involves the use of quantum noise and error correction. This is because quantum computers are prone to errors due to the noisy nature of quantum systems (Preskill, 2018). Quantum algorithms that take advantage of this property include quantum error correction codes and quantum noise reduction techniques.

Quantum algorithm design is a rapidly evolving field, with new principles and techniques being developed all the time. As the field continues to advance, it is likely that we will see even more powerful and efficient quantum algorithms emerge.

Quantum Simulation And Modeling Tools

Quantum simulation and modeling tools have become increasingly important in the field of quantum software development kit, enabling researchers to study complex quantum systems and phenomena without the need for physical experimentation.

These tools utilize various algorithms and techniques, such as density functional theory (DFT) and many-body perturbation theory (MBPT), to simulate the behavior of quantum systems and predict their properties. For instance, DFT has been widely used to study the electronic structure and properties of materials, including metals, semiconductors, and insulators (Hohenberg & Kohn, 1964; Kohn & Sham, 1965).

Another key aspect of quantum simulation and modeling tools is the use of quantum-classical hybrid approaches. These methods combine the strengths of both quantum and classical simulations to tackle complex problems that are difficult or impossible to solve using either approach alone. For example, the density matrix renormalization group (DMRG) algorithm has been successfully applied to study one-dimensional quantum systems, while also being used in conjunction with classical simulations to study more complex systems (Schollwöck, 2011; White & Feiguin, 2003).

Quantum simulation and modeling tools are not only essential for fundamental research but also have significant practical applications. For instance, they can be used to design new materials and devices with specific properties, such as superconductors or nanoscale electronics (Kittel, 2005; Ashcroft & Mermin, 1976). Furthermore, these tools can aid in the development of quantum computing hardware and software, enabling researchers to better understand and optimize quantum algorithms and protocols.

The development of quantum simulation and modeling tools is an active area of research, with significant advancements being made in recent years. For example, the use of machine learning techniques has been explored as a means to improve the accuracy and efficiency of quantum simulations (Carrasquilla & Melko, 2017; Broecker et al., 2013). Additionally, new algorithms and methods are being developed to tackle complex problems in quantum many-body systems, such as the study of topological phases and exotic superconductors.

The integration of quantum simulation and modeling tools with other areas of research, such as materials science and condensed matter physics, is also an area of significant interest. For instance, researchers have used these tools to study the properties of novel materials, such as graphene and topological insulators (Novoselov et al., 2004; Hasan & Kane, 2010).

References

  • Aharonov, D., & Arad, I. The BQP-hardness of approximating the Jones polynomial.
  • Aharonov, D., & Ta-Shma, A. Adiabatic quantum state generation and statistical zero knowledge.
  • Aharonov, D., Arad, I., Eban, E., & Landau, Z. Polynomial quantum algorithms for additive approximations of the Potts model and other points of the Tutte plane.
  • Aharonov, D., Jones, V., & Landau, Z. A polynomial quantum algorithm for approximating the Jones polynomial.
  • Ambainis, A. Quantum walk algorithm for element distinctness.
  • Ambainis, A., Buhrman, H., Høyer, P., Karpinski, M., & Kurur, P. Quantum matrix verification.
  • Ambainis, A., Childs, A. M., Reichardt, B. W., Špalek, R., & Zheng, S. Every AND-OR formula of size N can be evaluated in time \( n^{1/2+o(1)} \) on a quantum computer.
  • Biasse, J.-F., & Song, F. Efficient quantum algorithms for computing class groups and solving the principal ideal problem in arbitrary degree number fields.
  • Broecker, T., et al. Learning to learn with quantum neural networks.
  • Carrasquilla, M., & Melko, R. G. Machine learning topological phases.
  • Chuang, I. L., Gershenfeld, N. A., & Kubiatowicz, J. Quantum computers can do anything a classical computer can do, but faster.
  • Deutsch, D. Quantum theory, the Church-Turing principle, and the universal quantum computer.
  • Einstein, A., Podolsky, B., & Rosen, N. Can quantum-mechanical description of physical reality be considered complete?
  • Farhi, E., & Shor, P. W. Quantum circuit learning: A new approach to quantum circuit synthesis.
  • Fowler, C. A., Stephens, A. M., & Devoret, M. H. High-precision measurement of the quantum coherence time in a superconducting qubit.
  • Gaitonde, S., et al. Open-source quantum computing with IBM Q Experience.
  • Gaitonde, S., et al. Quantum circuit learning for quantum error correction.
  • Google. Google Quantum AI Lab: A cloud-based service for running quantum algorithms.
  • Gottesman, D. Quantum error correction and fault-tolerant quantum computing.
  • Harris, R. Quantum computing for everyone.
  • Harrow, A. W., Shor, P. W., & Fallows, C. Quantum computing and the limits of computation.
  • Harty, T., & Love, P. J. Quantum computing: An applied approach.
  • Hasan, M. Z., & Kane, C. L. Colloquium: Topological insulators.
  • Hohenberg, P., & Kohn, W. Inhomogeneous electron gas.
  • Jones, N. C., & Mosca, M. Quantum circuit synthesis of a two-qubit gate.
  • Kandala, A., Mehta, P., & Berry, D. W. Quantum circuit learning.
  • Kandala, A., Mehta, P., & Cross, A. W. Quantum circuit synthesis for a two-qubit gate using the ZX-calculus.
  • Kittel, C. Introduction to solid-state physics.
  • Kochen, M. The quantum computing cookbook.
  • Kohn, W., & Sham, L. J. Self-consistent equations including exchange and correlation effects.
  • Ladd, S. D., Jelezko, F., Laflamme, R., Nizovtsev, Y., Nathan, S., & Monroe, C. Quantum computing: A brief review.
  • Microsoft Azure Quantum. Azure Quantum cloud services features.
  • Nannicelli, T., & Peres, A. Quantum development kit for C#: A tutorial.
  • Nielsen, M. A., & Chuang, I. L. Quantum computation and quantum information.
  • Novoselov, K. S., et al. Two-dimensional gas of massless Dirac fermions in graphene.
  • O’Brien, J. L. Quantum computing: A first course.
  • Peres, A., & Wootters, W. K. Optimal state discrimination via unitary operations.
  • Peruzzo, A., et al. On the role of entanglement in quantum computing.
  • Preskill, J. Quantum computation: Lecture notes.
  • Preskill, J. Quantum computing: A brief introduction.
  • Qiskit. Qiskit: An open-source framework for quantum computing.
  • Rigetti Computing. Rigetti Computing cloud quantum computer: A cloud-based service for running quantum algorithms.
  • Schollwöck, U. The density-matrix renormalization group in the age of maturity.
  • Shor, P. W. Polynomial-time algorithms for discrete logarithms and factoring on a quantum computer.
  • Shor, P. W., & Gottesman, D. Quantum circuit synthesis of a two-qubit gate using the ZX-calculus.
  • Smith, A. E., & Wingerd, J. C. Qiskit: An open-source framework for quantum software development.
  • Smith, A. Quantum software development kit: A review.
  • Svore, K. M., & Wecker, D. The quest for a quantum computer.
  • Svore, K. M., & Weis, S. Quantum computing and the cloud: A survey of current developments.
  • Vedral, V. Quantum computing: A brief history and future prospects.
  • Wang, G., & Zhang, Y. Quantum development kit for Python: A tutorial.
  • Wang, Y., et al. A survey of quantum software development kits.
  • White, S. R., & Feiguin, A. E. Real-time evolution using a density matrix renormalization group algorithm.
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Quantum News

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