Reversible adders are essential circuits in quantum computing systems. They are a
fundamental part of the algorithms implemented for such systems, where Shor's celebrated …

Quantum abstract detecting systems (QADS) provide a common framework to address
detection problems in quantum computers. A particular QADS family, that of combinatorial …

In this paper, we study Quantum Abstract Detecting Systems (QADS), that generalize some
key characteristics of the operators used in Grover's algorithm, a wide variety of quantum …

Generating random numbers is important for many real-world applications, including
cryptography, statistical sampling and Monte Carlo simulations. Quantum systems subject to …

Quantum walks provide a framework for the construction of quantum algorithms. Based on
this approach, we consider different walks for testing the commutativity of a finite …

Determining whether a given algebra is commutative or not is important in the study of these
algebraic objects in general and in the classification of semifields in particular. The best …

La computación cuántica es un paradigma de computación bien asentado desde el punto
de vista teórico [NC11] y prometedor desde el punto de vista práctico [Aea19]. Por otra …

When classifying a collection of finite algebras (for instance, in the computational
classification of finite semifields), an important task is the determination of substructures …

Finite semifields are finite nonassociative rings with an identity element, such that the set of
nonzero elements is a loop under the product. Their number of elements is a prime power …

This paper considers the execution of different C++ language program codes based on
simple program, functions, class inheritance, recursion and file handling under Quantum …