Dynamics of the Exponential Population Growth System with Mixed Fractional Brownian Motion by Weijun Ma, Wei Liu, Quanxin Zhu, Kaibo Shi

“…This paper examines the dynamics of the exponential population growth system with mixed fractional Brownian motion. …”
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An Exponential Rarefaction Result for Sub-Gaussian Real Algebraic Maximal Curves by Bayraktar, Turgay, Karaca, Emel

“…We prove that maximal real algebraic curves associated with sub-Gaussian random real holomorphic sections of a smoothly curved ample line bundle are exponentially rare. This generalizes the result of Gayet and Welschinger [13] proved in the Gaussian case for positively curved real holomorphic line bundles.…”
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An Exponentially Converging Particle Method for the Mixed Nash Equilibrium of Continuous Games by Wang, Guillaume, Chizat, Lénaïc

“…It can be interpreted as an implicit time discretization of the “interacting” Wasserstein–Fisher–Rao gradient flow.We prove that, under non-degeneracy assumptions, this method converges at an exponential rate to the exact mixed Nash equilibrium from any initialization satisfying a natural notion of closeness to optimality. …”
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Study on Contact Force and Transmission Accuracy of Cycloidal Wheel with Exponential Modification by Chen Xinwen, Zhu Min, Wang Qiliang

“…RV reducer plays a dominant role in the field of robots because of its advantages of high accuracy，high efficiency and small size.Cycloid wheel，as the key component of RV reducer，directly affects the performance of the transmission system of RV reducer.In order to improve the meshing performance of cycloidal pin wheel，the radius of needle teeth is constructed as an exponential function of the rotation angle for modification，and the profile equation after modification is established.The tooth profile curve and curvature radius of cycloidal wheel before and after modification are compared with examples.The contact pressure and transmission error between cycloid wheel and pin teeth are calculated when the crank rotates from 0°~360°.The exponential function modification maintains the theoretical tooth profile curve in the working section of cycloidal gear，overcomes the problem of large modification amount in traditional modification method，ensures the meshing stability，and improves the strength and transmission accuracy of cycloidal wheel.…”
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Vibration analysis using the theory of exponential shear deformation for laminated plates by Khaled Bendahane, Mohammed Sehoul, Otbi Bouguenina, Abdelkrim Benahmed

Subjects: “…Laminated composite plates; free vibration; refined exponential theory; Navier solution.…”
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Global Exponential Stability of a Discrete-Time Rayleigh System with Delays by Bangyu Shen

“…This paper deals with the problem of global exponential stability for a discrete-time Rayleigh system with delays. …”
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Inverse Exponentiated Lomax Power Series Distribution: Model, Estimation, and Application by Amal S. Hassan, Ehab M. Almetwally, Samia C. Gamoura, Ahmed S. M. Metwally

“…In this paper, we introduce the inverse exponentiated Lomax power series (IELoPS) class of distributions, obtained by compounding the inverse exponentiated Lomax and power series distributions. …”
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Arbitrary Order Fractional Difference Operators with Discrete Exponential Kernels and Applications by Thabet Abdeljawad, Qasem M. Al-Mdallal, Mohamed A. Hajji

“…Recently, Abdeljawad and Baleanu have formulated and studied the discrete versions of the fractional operators of order 0<α≤1 with exponential kernels initiated by Caputo-Fabrizio. In this paper, we extend the order of such fractional difference operators to arbitrary positive order. …”
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Multiple-Decision Procedures for Testing the Homogeneity of Mean for k Exponential Distributions by Han-Ching Chen, Her Pei Shan, Nae-Sheng Wang

“…In this paper, we focus on the use of the Lin and Huang method for testing the null hypothesis H0 of homogeneity of means for k exponential distributions. We discuss the decision rule R, evaluation of the critical value C, and the infimum of P(CD∣R) for k independent random samples from k exponential distributions. …”
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Exponential decay of harmonic $1$-forms for wild harmonic bundles on curves by Szabó, Szilárd

“…We give a slightly reorganized exposition of the proof of the exponential decay result of T. Mochizuki for harmonic $1$-forms for wild harmonic bundles on a disc.…”
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Retracted: Inverted Length-Biased Exponential Model: Statistical Inference and Modeling by Journal of Mathematics

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Approximation of a positive random variable distribution by the mixture of exponential distsibutions by Eimutis Valakevičius

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Inexact Exponential Penalty Function with the Augmented Lagrangian for Multiobjective Optimization Algorithms by Appolinaire Tougma, Kounhinir Some

“…This paper uses an augmented Lagrangian method based on an inexact exponential penalty function to solve constrained multiobjective optimization problems. …”
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Bounded Odd Inverse Pareto Exponential Distribution: Properties, Estimation, and Regression by Suleman Nasiru, Abdul Ghaniyyu Abubakari, Irene Dekomwine Angbing

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Existence and Uniqueness of Solution for Perturbed Nonautonomous Systems with Nonuniform Exponential Dichotomy by Yong-Hui Xia, Xiaoqing Yuan, Kit Ian Kou, Patricia J. Y. Wong

“…Nonuniform exponential dichotomy has been investigated extensively. …”
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Elliptic equations in $ \mathbb{R}^2 $ involving supercritical exponential growth by Yony Raúl Santaria Leuyacc

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Study of Hybrid Problems under Exponential Type Fractional-Order Derivatives by Mohammed S. Abdo, Sahar Ahmed Idris, M. Daher Albalwi, Tomadir Ahmed Idris

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Exponential synchronization of neural networks with mixed delays under impulsive control by Wanshun Zhao, Kelin Li, Yanchao Shi

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Exponential Synchronization Control of Discontinuous Nonautonomous Networks and Autonomous Coupled Networks by Chao Yang, Lihong Huang, Fangmin Li

“…By choosing a time-dependent Lyapunov-Krasovskii functional candidate and suitable controllers, some criteria are studied to guarantee the exponential synchronization of the complex delayed dynamical network. …”
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A New Junction Parameters Determination Using the Double Exponential Model by S. Dib, A. Khoury, F. PéLanchon, P. Mialhe

“…A double exponential model is used to characterize the junction properties of microelectronic devices. …”
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