We presented a comprehensive theory for deriving closed-form expressions and
representations of the general solutions for a specific case of systems involving Riccati …

We propose a new method to compute various impulse response functions (IRF) for a
Markov switching VAR model in terms of neat matrix expressions in closed form. The key is …

SOLVABILITY OF A BIDIMENSIONAL SYSTEM OF RATIONAL DIFFERENCE EQUATIONS VIA
MERSENNE NUMBERS Page 1 Palestine Journal of Mathematics Vol 13(2)(2024) , 84–93 © …

This paper investigates a new system of two-dimensional nonlinear fuzzy difference
equations, highlighting the benefits of employing fuzzy set theory to capture uncertainty in …

This paper investigates biological patterns using difference equation systems to analyze the
complex dynamics of biological systems. The study focuses on analyzing the stability of …

This paper aims to derive analytical expressions for solutions of fractional bidimensional
systems of difference equations with higher-order terms under specific parametric …

This paper investigates both the local and global stability of a system of rational difference
equations and its connection to co-balancing numbers. The study delves into the intricate …

This paper presents a study on nonlinear difference equation systems of 6k+ 3 order. The
equations are of the form p n+ 1= pn−(6k+ 2)/(±1±qn− 2k rn−(4k+ 1) pn−(6k+ 2)), q n+ 1 …

This paper introduces a comprehensive class of models known as Markov-Switching
Threshold Stochastic Volatility (MS-TSV) models, specifically designed to address …

In this article, we explore a broad class of Bilinear-GARCH processes, abbreviated as BL-
GARCH. Our exclusive focus lies on examining the moment structure of the BL-GARCH …