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Axioms, Volume 14, Issue 12

December 2025 - 75 articles

Cover Story: This work constructs a new mathematical model describing the vibrations of a beam that comes in contact with an obstacle situated below its right end. The obstacle reaction takes into account the energy dissipation during the contact process, making the use of the restitution coefficient unnecessary. The model is studied computationally for different values of obstacle stiffness and damping. The simulations illustrate how the beam’s penetration and vibrations differ in soft vs. stiff obstacle environments. The results are useful for vibration and noise control and component interactions in engineering settings when collisions or repetitive contacts occur. View this paper
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Articles (75)

  • Article
  • Open Access
222 Views
37 Pages

A Flexible Bivariate Lifetime Model with Upper Bound: Theoretical Development and Lifetime Application

  • Shuhrah Alghamdi,
  • Tassaddaq Hussain,
  • Hassan S. Bakouch and
  • Maher Kachour

18 December 2025

This paper introduces the bivariate bounded Gompertz–log-logistic (BBGLL) distribution, a bounded bivariate lifetime model built by coupling two bounded Gompertz–log-logistic marginals through a Clayton copula with an independent dependen...

  • Article
  • Open Access
305 Views
16 Pages

18 December 2025

This paper develops several new generalizations of Gronwall–Bellman–Bihari-type integral inequalities. We establish three novel integral inequalities that extend classical results to more complex settings, including integrals with mixed l...

  • Article
  • Open Access
154 Views
11 Pages

17 December 2025

In this paper, locally nearly uniformly convex (LNUC) is studied in Banach space. Furthermore, the implication relationship between (LNUC) and the Kadec–Klee property (KK), the fixed–point property (FPP) are investigated in Banach space....

  • Article
  • Open Access
222 Views
24 Pages

17 December 2025

In this paper, we introduce a generalized framework for conditional probability in stochastic processes taking values in infinite-dimensional normed spaces. Classical definitions, based on measurability with respect to a conditioning σ-algebra,...

  • Article
  • Open Access
233 Views
21 Pages

Strongly F-Convex Functions with Structural Characterizations and Applications in Entropies

  • Hasan Barsam,
  • Slavica Ivelić Bradanović,
  • Matea Jelić and
  • Yamin Sayyari

16 December 2025

Strongly convex functions form a central subclass of convex functions and have gained considerable attention due to their structural advantages and broad applicability, particularly in optimization and information theory. In this paper, we investigat...

  • Article
  • Open Access
125 Views
13 Pages

16 December 2025

This paper investigates the phenomenon of accelerating propagation for nonlocal reaction-diffusion models with spatial and trait structure in a cylinder domain R×Ω. Unlike previous studies focusing on exponentially decaying or compactly s...

  • Article
  • Open Access
164 Views
26 Pages

16 December 2025

If S and T are two non-self-mappings, then a solution of equation Sa*=Ta*=a* does not necessarily exist. The common best proximity point problem is to find the approximate optimal solution of such type of equation and have a key role in theory of app...

  • Article
  • Open Access
195 Views
20 Pages

Half-Symmetric Connections of Generalized Riemannian Spaces

  • Marko Stefanović,
  • Mića S. Stanković,
  • Ivana Djurišić and
  • Nenad Vesić

16 December 2025

In this article, we generalize Yano’s concept of a half-symmetric affine connection. With respect to this generalization, we obtain five linearly independent curvature tensors. In the following, we examine which special kinds of affine connecti...

  • Article
  • Open Access
252 Views
23 Pages

14 December 2025

In this research work, we present findings on fractional stochastic systems characterized by fractional Brownian motion, which is defined by a Hurst parameter H∈12,1. These systems are crucial for modeling complex phenomena that diverge from Mar...

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Axioms - ISSN 2075-1680