arXiv research

Quantum machine learning uses superposition to create a large ensemble of classifiers.

Quantum Support Vector Classifier outperforms other QML models in finance fraud detection.

This study improves quantum classifiers by optimizing data preprocessing.

Quantum-enhanced classifier improves EEG data classification accuracy.

UKM framework optimizes VQCs, showing QCL performance is bounded.

Proposes qIS for quantum generative models, extending classical inception score.

Study uses supervised learning to classify quantum phases with limited measurements.

Quantum circuits represent binary classification trees with binary features.

This study compares feature importance and explainability in quantum vs classical ML models.

Quantum algorithm improves ensemble classification with reduced memory and time requirements.

Machine learning and quantum computing are two technologies each with the potential for altering how computation is performed to address previously untenable problems. Kernel methods for machine learning are ubiquitous for pattern recognition, with support vector machines (SVMs) being the most well-known method for cla…

Machine learning classifies phases of spin models using improved correlation configurations.

Quantum model improves safety in machine learning.

We propose a gauge model of quantum electrodynamics (QED) and its nonabelian generalization from which we derive knot invariants such as the Jones polynomial. Our approach is inspired by the work of Witten who derived knot invariants from quantum field theory based on the Chern-Simon Lagrangian. From our approach we ca…

Machine Learning has become very famous currently which assist in identifying the patterns from the raw data. Technological advancement has led to substantial improvement in Machine Learning which, thus helping to improve prediction. Current Machine Learning models are based on Classical Theory, which can be replaced b…

Machine Learning (ML) helps us to recognize patterns from raw data. ML is used in numerous domains i.e. biomedical, agricultural, food technology, etc. Despite recent technological advancements, there is still room for substantial improvement in prediction. Current ML models are based on classical theories of probabili…

Simple construction for universal quantum gates.

Quantum-enhanced barcode decoding and pattern recognition outperforms classical methods.

Classifies quantum particle behavior on a special cylinder.

Quantum Reservoir Computing classifies complex probability distributions and identifies volatility regimes.

We analyze the computational complexity of Quantum Sparse Support Vector Machine, a linear classifier that minimizes the hinge loss and the $L_1$ norm of the feature weights vector and relies on a quantum linear programming solver instead of a classical solver. Sparse SVM leads to sparse models that use only a small fr…

Improved PQM for pattern classification on quantum computers.

Kernel-based support vector machines (SVMs) are supervised machine learning algorithms for classification and regression problems. We introduce a method to train SVMs on a D-Wave 2000Q quantum annealer and study its performance in comparison to SVMs trained on conventional computers. The method is applied to both synth…

The ability to accurately classify disease subtypes is of vital importance, especially in oncology where this capability could have a life saving impact. Here we report a classification between two subtypes of non-small cell lung cancer, namely Adeno- carcinoma vs Squamous cell carcinoma. The data consists of approxima…

Quantum machine learning tackles large datasets with randomized measurements.

Transfer learning adapted for hybrid classical-quantum neural networks.

Quantum mechanics fundamentally forbids deterministic discrimination of quantum states and processes. However, the ability to optimally distinguish various classes of quantum data is an important primitive in quantum information science. In this work, we train near-term quantum circuits to classify data represented by …

In this paper we show how to place Michael Berry's discovery of knotted zeros in the quantum states of hydrogen in the context of general knot theory and in the context of our formulations for quantum knots. Berry gave a time independent wave function for hydrogen, as a map from three space to the complex plane and suc…

Classifies extended Abelian Chern-Simons theories using quadratic modules.

Temperley-Lieb algebras have been generalized to sl(3) web spaces. Since a cubic bipartite planar graph with suitable directions on edges is a web, the quantum sl(3) invariants naturally extend to all cubic bipartite planar graphs. First we completely classify them as a connected sum of primes webs. We also provide a m…

Quantum classification robustness improved via quantum hypothesis testing.

Study compares quantum and classical ML in crypto trading, finding hybrid models outperform.

We study bimodule quantum Riemannian geometries over the field $\Bbb F_2$ of two elements as the extreme case of a finite-field adaptation of noncommutative-geometric methods for physics. We classify all parallelisable such geometries for coordinate algebras up to vector space dimension $n\le 3$, finding a rich moduli …

A quantum state generation method that respects physical constraints.

It is a fundamental, but still elusive question whether the schemes based on quantum mechanics, in particular on quantum entanglement, can be used for classical information processing and machine learning. Even partial answer to this question would bring important insights to both fields of machine learning and quantum…

Quantum machine learning classification depends on mutual informations between state and parameter spaces.

Classifies states of four rebits using group theory.

A quantum model classifies financial sentiment by mapping text chunks to quantum circuits.

3D HQFTs constructed using graded monoidal categories.

Few quantum measurements limit learning entanglement.

We introduce the notion of a "state function" for framed tangles in a disk. After choosing a finite set of states for each marked disk, a state function is a projection from the vector space spanned by all tangles to the vector space spanned by the states, that is local, and topologically invariant. Given the states fo…

Summarizes quantum field theories with discrete symmetry, classifying representations and anomalies.

Support vector machine (SVM) is a particularly powerful and flexible supervised learning model that analyzes data for both classification and regression, whose usual algorithm complexity scales polynomially with the dimension of data space and the number of data points. To tackle the big data challenge, a quantum SVM a…

QRNN uses quantum neurons to learn sequences efficiently.

The perturbative approach to nonlinear Sigma models and the associated renormalization group flow are discussed within the framework of Euclidean algebraic quantum field theory and of the principle of general local covariance. In particular we show in an Euclidean setting how to define Wick ordered powers of the underl…

We discuss the construction of finite noncommutative geometries on Hopf algebras and finite groups in the `quantum groups approach'. We apply the author's previous classification theorem, implying that calculi in the factorisable case correspond to blocks in the dual, to classify differential calculi on the quantum cod…

Quantum computing at room temperature achieves high accuracy in image classification.

Quantum GNNs outperform classical GNNs in jet tagging.