5.277 hasil
Menampilkan 1–20 · 0,35 detik · RSS
Axioms
Dikeluarkan Scopus 2023
ISSN 2075-1680 · MDPI AG · 5.277 artikel di indeks
-
Artikel Jurnal Teks lengkap
Cyclic Large Contractions in Metric and Normed Spaces Under Eventual Perturbations
Some properties on large contractions in metric spaces are proven. In particular, such contractions are proven to be asymptotically regular. In addition, if the metric space is complete, then the sequences that they generate are bounded, Cauchy, and convergent to a unique fixed point. Also, cyclic…
-
Artikel Jurnal Teks lengkap
Nijenhuis Operators on 2D Pre-Lie Algebras and 3D Associative Algebras
In this paper, we describe all Nijenhuis operators on 2-dimensional complex pre-Lie algebras and 3-dimensional complex associative algebras. As an application, using these operators, we obtain solutions to the classical Yang-Baxter equation on the corresponding sub-adjacent Lie algebras.
-
Artikel Jurnal Teks lengkap
The Modularity of an Abelian Variety
We introduce the concept of the modularity of an abelian variety defined over the rational number field extending the modularity of an elliptic curve. We discuss the modularity of an abelian variety over Q. We conjecture that a simple abelian variety over Q is modular.
-
Artikel Jurnal Teks lengkap
Adaptive Pinning Synchronization of Switching Networks with Arbitrary Topologies
We propose a novel design approach for pinning control of a dynamical network that achieves synchronization despite switching between arbitrary topologies. Unlike existing approaches, we consider weighted, directed, and even unconnected topologies as admissible connections that can be switched…
-
Artikel Jurnal Teks lengkap
Truncating and Shifting Weights for Max-Plus Automata
In this paper, for any real number λ, we transform the complete max-plus semiring R∞ into a commutative, complete, additively idempotent semiring R∞λ, called the lower λ-truncation of R∞. It is obtained by removing from R∞ all real numbers smaller than λ, inheriting the addition operation, shifting…
-
Artikel Jurnal Teks lengkap
On the Theorem of Univalence on the Boundary
We give several generalizations of a known theorem from complex analysis, namely the univalence on the boundary theorem. Starting from a purely topological result (Theorems 1 and 11), we obtain univalence conditions for Sobolev mappings.
-
Artikel Jurnal Teks lengkap
Modus Tollens in the Setting of Discrete Uninorms
This study focuses on the Modus Tollens (MT) property induced by discrete uninorms. Specifically, we identify the set of necessary and sufficient criteria for a discrete implication function to comply with this logical property. This rule of inference is studied by using discrete residual…
-
Artikel Jurnal Teks lengkap
The 3-Path Connectivity of Dragonfly Networks
Dragonfly networks D(n,h) are a class of interconnection topologies widely used for large-scale high-performance computing (HPC) systems. In such networks, path connectivity serves as a fundamental metric for evaluating fault tolerance and operational reliability. Let G be a connected simple graph…
-
Artikel Jurnal Teks lengkap
Locally Nearly Uniformly Convex Points in Orlicz Spaces Equipped with the Luxemburg Norm
This research explores two novel geometric concepts—nearly convex points and locally nearly uniformly convex points within the frameworks of Banach spaces and Orlicz spaces equipped with the Luxemburg norm. First, we establish the general characterization criteria for nearly convex points in Banach…
-
Artikel Jurnal Teks lengkap
Color Image Storage and Retrieval via Sliding Mode Control of Quaternion-Valued Neural Networks
This paper investigates the global polynomial synchronization (GPS) problem for quaternion-valued neural networks (QVNNs) featuring proportional delay, parameter uncertainty, and external disturbance. A combined approach of sliding mode control (SMC) and a non-separation strategy is adopted to…
-
Artikel Jurnal Teks lengkap
Inequality on Three Intervals for Higher-Order Convex Functions
In this article, an inequality on three intervals for convex functions is extended to inequalities on three intervals for higher-order convex functions. Some corollaries and applications are mentioned.
-
Artikel Jurnal Teks lengkap
A Novel Multidimensional Refinement of the Half-Discrete Hardy–Hilbert Inequality with a Parameterized Kernel and a Partial Sum Term
This paper introduces a novel multidimensional half-discrete Hardy–Hilbert-type inequality that simultaneously addresses several key extensions in the literature. The inequality incorporates a general parameterized kernel involving a scalar term and the β-norm of a vector, and replaces the…
-
Artikel Jurnal Teks lengkap
Assessment-Driven Judgment Aggregation Within a Group of Peers
Group decision-making sometimes involves evaluating the decision-makers themselves, e.g., selecting the best expert or assigning rewards within a team. In such cases, all participants should be involved, but their influence should reflect their competence or contribution. This article proposes two…
-
Artikel Jurnal Teks lengkap
On the Categories of LF-Ideals, LF-Grills, and LF-Topological Spaces
This paper is devoted to the study of the interrelationships among LF-grills, LF-ideals, LF-neighborhoods, LF-topologies, and LF-co-topologies. We establish a categorical framework that demonstrates the interconnections among these concepts. In addition, we investigate categorical connections from…
-
Artikel Jurnal Teks lengkap
Poisson Stable Solutions and Their Exponential Attractiveness for Difference Equations
We consider the Poisson stable solutions and their exponential attractiveness for the linear difference equation z(n+1)=Az(n)+g(n) and semi-linear difference equation z(n+1)=Az(n)+G(n,z(n)). Via Shcherbakov’s comparability principle, we show that if the forcing g (respectively, G) has some Poisson…
-
Artikel Jurnal Teks lengkap
Numerical Solution of Fractional Third-Order Nonlinear Emden–Fowler Delay Differential Equations via Chebyshev Polynomials
In the current study, we used Chebyshev’s Pseudospectral Method (CPM), a novel numerical technique, to solve nonlinear third-order Emden–Fowler delay differential (EF-DD) equations numerically. Fractional derivatives are defined by the Caputo operator. These kinds of equations are transformed to…
-
Artikel Jurnal Teks lengkap
Advances in Statistical Simulation and Computing
In this Editorial, we are pleased to introduce the Special Issue of the journal Axioms entitled “Advances in Statistical Simulation and Computing” [...]
-
Artikel Jurnal Teks lengkap
Differential Geometry and Its Application, 3rd Edition
In this Editorial, we introduce the Special Issue of Axioms entitled “Differential Geometry and Its Application, 3rd Edition [...]
-
Artikel Jurnal Teks lengkap
Iterative Integro-Differential Techniques Based on Green’s Function for Two-Point Boundary-Value Problems of Ordinary Differential Equations
Several iterative integro-differential formulations for two-point, second- and third-order, nonlinear, boundary-value problems of ordinary differential equations based on Green’s functions and the method of variation of parameters are presented. It is shown that the generalized or dual Lagrange…
-
Artikel Jurnal Teks lengkap
On the Expansion of Legendre Polynomials in Bicomplex Space and Coupling with Fractional Operators
In this paper, we introduce a novel version of the Legendre polynomials in the bicomplex system. We investigate the essential properties of the Legendre polynomial, focusing on its bicomplex structure, generating functions, orthogonality, and recurrence relations. We present a solution to the…
Menampilkan maksimal 50 halaman. Persempit pencarian dengan filter untuk hasil yang lebih spesifik.