Mean-Square Strong Stability and Stabilization of Discrete-Time Markov Jump Systems with Multiplicative Noises by Zhiguo Yan, Fangxu Su

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Imposing jump conditions on nonconforming interfaces for the Correction Function Method: A least squares approach by Marques, Alexandre N., Rosales, Rodolfo

“…A key concept behind the CFM is enforcing the jump conditions in a least squares sense. This concept requires computing integrals over sections of the interface, which is a challenge in 3-D when only an implicit representation of the interface is available (e.g., the zero contour of a level set function). …”
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Mean-square Stability and Convergence of Compensated Split-Step $theta$-method for Nonlinear Jump Diffusion Systems by Ali Soheili, Yasser Taherinasab, Mohammad Amini

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Indefinite Linear-Quadratic Stochastic Control Problem for Jump-Diffusion Models with Random Coefficients: A Completion of Squares Approach by Jun Moon, Jin-Ho Chung

Subjects: “…stochastic systems with jump diffusions and random coefficients…”
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Mean-square consensus of a semi-Markov jump multi-agent system based on event-triggered stochastic sampling by Duoduo Zhao, Fang Gao, Jinde Cao, Xiaoxin Li, Xiaoqin Ma

“…This paper focuses on achieving leader-follower mean square consensus in semi-Markov jump multi-agent systems. …”
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Improved robust H∞ exponential mean square stabilization for uncertain Markov jump delay systems based on memory‐state feedback control by Jie Wang, Guangming Zhuang, Jianwei Xia, Huasheng Zhang, Wei Sun

“…Abstract This paper investigates the problem of robust H∞ exponential mean square stabilisation for uncertain Markov jump systems with time‐varying and mode‐dependent delays based on memory‐state feedback control. …”
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Quantitative Mean Square Exponential Stability and Stabilization of Linear Itô Stochastic Markovian Jump Systems Driven by Both Brownian and Poisson Noises by Gaizhen Chang, Tingkun Sun, Zhiguo Yan, Min Zhang, Xiaomin Zhou

Subjects: “…Markovian jump systems…”
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Testing for jumps and cojumps in financial markets by Ju, Cheng, S.M. Massachusetts Institute of Technology

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Change Detection within Remotely Sensed Satellite Image Time Series via Spectral Analysis by Ebrahim Ghaderpour, Tijana Vujadinovic

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Sign-stability of Positive Markov Jump Linear Systems by Cavalcanti, Joao, Balakrishnan, Hamsa

“…© 2019 Elsevier Ltd This paper investigates stability of Positive Markov Jump Linear Systems (PMJLSs) in the absence of a numerical realization. …”
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Transport in disordered systems: The single big jump approach by Wanli Wang, Alessandro Vezzani, Raffaella Burioni, Eli Barkai

“…Here we analyze the plume of particles lagging far behind the mean, with the single big jump principle. Revealing the mechanism of the anomaly, we show how a single trapping time, the largest one, is responsible for the rare fluctuations in the system. …”
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Effects of wearable therapies on jump performance in sport horses by Therese E. Schmidt, Claire B. Gleason, Mercedez R. Samaniego, Robin R. White

“…The purpose of this study was to evaluate the effects of ceramic boots, boots combining vibration and cryotherapy, and boots containing tourmaline on the performance of sport horses during jumping as well as to examine changes in vital signs in response to treatment.MethodsEight healthy horses received the 3 therapeutic boot treatments or a control (no boot) in a Latin square experiment for a period of 5 days each. …”
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Application Research of DV-HOP Wireless Sensor Localization System Based on Geometric Constraint Optimization by Guizhou Wu, Junfeng Wu, Juan Dong, Xinyu Zhang, Hongyu Wang

Subjects: “…Distance vector jump algorithm…”
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Iterative algorithms for state estimation of jump Markov linear systems by Doucet, A, Andrieu, C

“…Jump Markov linear systems (JMLS) are linear systems whose parameters evolve with time according to a finite state Markov chain. …”

Energy dissipation in hydraulic jumps using triple screen layers by Ujjawal Kumar Singh, Parthajit Roy

“…The shapes of openings for each layer of screens were either circular, square or triangular. Every layer of the screen had a porosity of 45% per unit depth of the screen. …”
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Well-Posedness of Backward Stochastic Differential Equations with Jumps and Irregular Coefficients by Mhamed Eddahbi

“…In this paper, we focus on investigating the well-posedness of backward stochastic differential equations with jumps (BSDEJs) driven by irregular coefficients. …”
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Horse Jumping and Dressage Training Activity Detection Using Accelerometer Data by Anniek Eerdekens, Margot Deruyck, Jaron Fontaine, Bert Damiaans, Luc Martens, Eli De Poorter, Jan Govaere, David Plets, Wout Joseph

“…To this end, we collected leg accelerometer data of 14 well-trained horses during jumping and dressage trainings. For the first time, 6 jumping training and 25 advanced horse dressage activities are classified using specifically developed models based on a neural network. …”
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The effects of different vertical jump height on electromyographic, kinematic and kinetic variables by Mrdaković Vladimir, Pažin Nemanja, Vulović Radun, Ubović Miloš, Jovanović Mihajlo, Kapeleti Marko, Vujić Agron, Ilić Duško

“…For the analysis of electromyographic data, the value of root mean square analysis was used separately for the amortization phase and the jump phase, for the following muscles: m. gluteus maximus (GlutM), m. rectus femoris (RF), m. biceps femoris (BF), m. vastus lateralis (VL), m. tibialis anterior (TA) and m. gastrocnemius medialis(GastM).Kinematic and kinetic variableswere monitored: vertical center of mass displacement in the amortization phase [m], the center of mass height at take-off point [m], jump height [m], jump speed [m/s], angular displacement in the ankle, knee and hip joint [rad], maximal vertical ground reaction force [N/ kg], vertical stiffness [kN/m/kg], the torque of the ankle, knee and hip joint [Nm/kg]. …”
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From birds to bacteria: generalised velocity jump processes with resting states by Chapman, S, Taylor-King, J, Van Loon, E, Rosser, G

A Correction Function Method for Poisson problems with interface jump conditions by Nave, Jean-Christophe, Marques, Alexandre N., Rosales, Rodolfo R.

“…In this paper we present a method to treat interface jump conditions for constant coefficients Poisson problems that allows the use of standard “black box” solvers, without compromising accuracy. …”
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