In a modern vision-based application, real-time image enhancement is an essential one in future environments, such as advanced driver assistance systems, medical imaging and remote surveillance sensing, where poor illumination ...

We study the long-time dynamics of a semilinear parabolic equation on a bounded domain $\Omega \subset \mathbb{R}^d$ ($d \le 3$), whose nonlinear coefficients are driven by a finite-dimensional chaotic ODE via a one-way ...

In this paper, we study the rank of matrices of bicomplex numbers. The relationship between rank, idempotent column rank and idempotent row rank is examined. Then, the solution of a system of equations in bicomplex space ...

This paper presents an analysis of a singularly perturbed double-order time-and-space fractional Boussinesq-Burgers (BB) system involving Khalil conformable derivatives. The problem incorporates fractional orders $\alpha$ ...

A key field of study in graph theory is graph decomposition, which helps us to comprehend complicated networks by dissecting them into simpler parts. There is still a lot of interest in the study of decomposition using ...

In this paper, we introduce and study the concept of non-split domination in connected graphs. A dominating set $S \subseteq V(G)$ of a graph $G$ is called a \emph{non-split dominating set} if the induced subgraph $\langle ...

We introduce the Apostol tangent Fibonacci polynomials by combining Apostol-type tangent structures with Fibonacci factorial calculus and the golden derivative. Their main analytic properties—generating functions, recurrence ...

In this article, the mention of interval valued intuitionistic fuzzy graph (IVIFG)coloring using $(\alpha,\beta)$- cuts are introduced with illustrative example. We define IVIF vertex coloring graph, IVIF edge coloring ...

This study examines the steady state characteristics of $M^x/G/1$ queueing system incorporating a usual primary service and a special secondary service, $M$- phase of vacation policy, distinct server breakdowns featuring ...

This study formulates and analyzes a discrete-time optimal control problem to design an effective chemotherapeutic strategy for tumor reduction. The Von Bertalanffy function is utilized to model how tumors grow. Taking ...