Dynamical system analysis for extended f(P) gravity coupled with scalar field by Ratul Mandal, Ujjal Debnath, Anirudh Pradhan

“…Abstract In the present article, we have explored the physical characteristics of extended f(P) gravity through the dynamical system analysis. We choose the function f(P) in the form of a polynomial of second order, i.e. …”
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Nonlinear Analysis of Return Time Series Model by Oriented Percolation Dynamic System by Anqi Pei, Jun Wang

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Dynamical System Analysis and Optimal Control Measures of Lassa Fever Disease Model by Ifeanyi Sunday Onah, Obiora Cornelius Collins, Praise-God Uchechukwu Madueme, Godwin Christopher Ezike Mbah

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Oscillation for a Nonlinear Dynamic System with a Forced Term on Time Scales by Xinli Zhang, Shanliang Zhu

“…We consider a class of two-dimensional nonlinear dynamic system with a forced term on a time scale 𝕋 and obtain sufficient conditions for all solutions of the system to be oscillatory. …”
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Finite-Time Impulsive Control of Financial Risk Dynamic System with Chaotic Characteristics by Li Ziyan, Tao Ke, Xia Qing, Xie Chengrong, Xu Yuhua

“…Based on the theory of finance, this paper proposes a kind of financial risk dynamic system. By analyzing some properties of the dynamic system, the system shows obvious coexisting chaotic oscillations. …”
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Modelling and Regularity of Nonlinear Impulsive Switching Dynamical System in Fed-Batch Culture by Lei Wang

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Complexity Analysis of a Four-Dimensional Energy-Economy-Environment Dynamic System by Shuai Jin, Liuwei Zhao

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Adaptive Control Using Neural Networks and Approximate Models for Nonlinear Dynamic Systems by Khadija El Hamidi, Mostafa Mjahed, Abdeljalil El Kari, Hassan Ayad

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Minimal Wave Speed in a Delayed Lattice Dynamical System with Competitive Nonlinearity by Fuzhen Wu

“…This paper deals with the minimal wave speed of delayed lattice dynamical systems without monotonicity in the sense of standard partial ordering in R2. …”
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Research on Structural Characteristics of Dynamic Nuclear Zone in Dynamic System of Coal and Rock by Hai Rong, Bing Liang, Hongwei Zhang, Feng Zhu

“…In order to calculate the concrete scale range of coal and rock mass in rockburst of different degrees of danger and to prevent and control rockburst in coal mines, the concept of dynamic system of coal and rock is put forward in this paper. …”
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Dynamical System Analysis of a Lassa Fever Model with Varying Socioeconomic Classes by Ifeanyi Sunday Onah, Obiora Cornelius Collins

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Dynamic System Analysis of Investment in Both Production and R&D with Time Delay by Debao Gao

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Existence of Solution and Self-Exciting Attractor in the Fractional-Order Gyrostat Dynamical System by Muhammad Marwan, Gauhar Ali, Ramla Khan

“…Moreover, this iterative scheme is injected into algorithms for a system of integer order dynamical systems to observe Lyapunov exponents and a bifurcation diagram for our proposed fractional-order dynamical model. …”
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Design of a Multi-Layer Symmetric Encryption System Using Reversible Cellular Automata by George Cosmin Stănică, Petre Anghelescu

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Development of a computational model of glucose toxicity in the progression of diabetes mellitus by Danilo T. Pérez-Rivera, Verónica L. Torres-Torres, Abraham E. Torres-Colón, Mayteé Cruz-Aponte

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Study of Transitivity, Periodic Density and Sensitivity for Chaotic Non-Autonomous Fuzzified Dynamical System by Renu Verma, Ram Yadav

Subjects: “…non-autonomous discrete dynamical system…”
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On Nonnegative Solutions of Fractional q-Linear Time-Varying Dynamic Systems with Delayed Dynamics by M. De la Sen

“…This paper is devoted to the investigation of nonnegative solutions and the stability and asymptotic properties of the solutions of fractional differential dynamic linear time-varying systems involving delayed dynamics with delays. The dynamic systems are described based on q-calculus and Caputo fractional derivatives on any order.…”
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On the Characterization of Hankel and Toeplitz Operators Describing Switched Linear Dynamic Systems with Point Delays by M. De la Sen

“…This paper investigates the causality properties of a class of linear time-delay systems under constant point delays which possess a finite set of distinct linear time-invariant parameterizations (or configurations) which, together with some switching function, conform a linear time-varying switched dynamic system. Explicit expressions are given to define pointwisely the causal and anticausal Toeplitz and Hankel operators from the set of switching time instants generated from the switching function. …”
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Uniqueness of Traveling Waves for a Two-Dimensional Bistable Periodic Lattice Dynamical System by Chin-Chin Wu

“…We study traveling waves for a two-dimensional lattice dynamical system with bistable nonlinearity in periodic media. …”
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Complex Dynamic Systems Theory in Second Language Acquisition: Exploring Concepts and Unpacking Constructs by Shan An, Ashley Beccia

“…Indeed, complexity science, or the study of the structure and behavior of complex dynamic systems, has become increasingly popular as researchers aim to understand the complexity that surrounds us – e.g., rainforests, immune systems, the global economy, and language (Sanders, 2003). …”
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