Fangfang Jiang

Brigham Young University — United States

Mathematics · Physical Sciences

10h-index581citations50works1.62yr avg
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Research Topics

Advanced Differential Equations and Dynamical Systems(17), Nonlinear Differential Equations Analysis(12), Differential Equations and Numerical Methods(8), Mathematical and Theoretical Epidemiology and Ecology Models(7), Hearing, Cochlea, Tinnitus, Genetics(5)

Publications45 total

CMG2 interaction with actin is required for growth factor-induced chemotaxis in endothelial cells
2025Open Access
Myosin-based nucleation of actin filaments contributes to stereocilia development critical for hearing
Nature Communications·2025· 8 citedOpen Access
Existence and uniqueness of crossing periodic solutions of a discontinuous mixed-type Duffing equation
Electronic journal of qualitative theory of differential equations·2025Open Access
Periodic Solutions of a Second Order Discontinuous Nonautonomous Differential Equation
Qualitative Theory of Dynamical Systems·2024
Abstract 1956 CMG2 interaction with actin is required for growth factor-induced chemotaxis in endothelial cells
Journal of Biological Chemistry·2024Open Access
Structural basis for tunable control of actin dynamics by myosin-15 in mechanosensory stereocilia
Science Advances·2022· 52 citedOpen Access
Limit Cycles of Discontinuous Perturbed Quadratic Center via the Second Order Averaging Method
Qualitative Theory of Dynamical Systems·2022· 2 cited
EXISTENCE AND UNIQUENESS OF DISCONTINUOUS PERIODIC ORBITS IN SECOND ORDER DIFFERENTIAL EQUATIONS WITH STATE-DEPENDENT IMPULSES
Journal of Applied Analysis & Computation·2022· 3 citedOpen Access
Structural basis for tunable control of actin dynamics by myosin-15 in mechanosensory stereocilia
2021· 12 citedOpen Access
Myosin-driven Nucleation of Actin Filaments Drives Stereocilia Development Critical for Hearing
2021· 12 citedOpen Access
The ATPase mechanism of myosin 15, the molecular motor mutated in DFNB3 human deafness
Journal of Biological Chemistry·2020· 17 citedOpen Access
Periodic Solutions of Discontinuous Duffing Equations
Qualitative Theory of Dynamical Systems·2020· 2 cited
The ATPase mechanism of myosin 15, the molecular motor mutated in DFNB3 human deafness
2020· 1 citedOpen Access
Existence of Periodic Solutions in Impulsive Differential Equations
2020
Improved survival and overt “dystonic” symptoms in a torsinA hypofunction mouse model
Behavioural Brain Research·2019· 3 citedOpen Access
Automatic Detection Method of Paroxysmal Atrial Fibrillation for Ballistocardiagram Based on CNN
Journal of Northeastern University·2019
蛇足石杉内生真菌Cercospora lagenariae MT-45的代谢产物研究
中草药·2019
Qualitative Analysis of Crossing Limit Cycles in Discontinuous Liénard-Type Differential Systems
2019· 2 cited
On the Number of Limit Cycles of Discontinuous Liénard Polynomial Differential Systems
International Journal of Bifurcation and Chaos·2018· 2 cited
Periodic solutions of discontinuous damped Duffing equations
Nonlinear Analysis Real World Applications·2018· 3 cited
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Frequent Co-authors

Jitao Sun(9), Arik Shams(6), Jonathan E. Bird(6), Jianhua Shen(6), Rui Gong(4), Zane G. Moreland(4), Michael R. Bowl(4), Gregory M. Alushin(4), Thomas B. Friedman(4), Zhicheng Ji(4), Yasuharu Takagi(3), James R. Sellers(3), Matthew J. Reynolds(2), Santiago Espinosa de los Reyes(2), Pinar S. Gurel(2), James B. Heidings(2), Sarah M. Heissler(2), Carlos Aguilar(2), Melanie Barzik(2), Christian Faaborg‐Andersen(2)