Journal of Geographical Sciences, Volume. 30, Issue 5, 843(2020)
Simulation on the stochastic evolution of hydraulic geometry relationships with the stochastic changing bankfull discharges in the Lower Yellow River
[1] Handbook of Financial Econometrics: Tools and Techniques. Elsevier(2009).
[2] Rate of floodplain reworking in response to increasing storm-induced floods, Squamish River, south-western British Columbia, Canada. Earth Surface Processes & Landforms, 36, 872-884(2011).
[4] A nonlinear model for river meandering. Water Resources Research, 45, 546-550(2009).
[5] Approximation of jump diffusions in finance and economics. Research Paper, 29, 283-312(2006).
[6] Convergence and stability analysis for implicit simulations of stochastic differential equations with random jump magnitudes. Discrete and Continuous Dynamical Systems: Series B (DCDS-B), 9, 47-64(2017).
[9] Study on particularity of hump reach evolution in Lower Yellow River. Yellow River, 37, 28-31(2015).
[10] Monte Carlo Methods in Financial Engineering. Springer(2004).
[11] Catastrophe theory as a model for change in fluvial systems. Adjustments of the Fluvial System, 13-32(1979).
[12] et alFormation and development of hump reach in Lower Yellow River. Journal of Sediment Research, 38-42(2012).
[14] et alCoupled geomorphic and habitat response to a flood pulse revealed by remote sensing. Ecohydrology, 10(2017).
[16] Spatial process simulation. Springer International Publishing, Cham, 369-404(2015).
[18] Nonlinear forecasting using nonparametric transfer function models. Wseas Transactions on Business & Economics, 157, 151-164(2009).
[19] Spatial width oscillations in meandering rivers at equilibrium. Water Resources Research, 48, 375-390(2012).
[20] Fractals: Form, chance, and dimension. Leonardo, 32, 65-66(1979).
[21] A stochastic approach for the description of the water balance dynamics in a river basin. Hydrology & Earth System Sciences, 12, 1189-1200(2008).
[22] Option pricing when underlying stock returns are discontinuous. Working Papers, 3, 125-144(1976).
[23] Effects of river flow scaling properties on riparian width and vegetation biomass. Water Resources Research, 43, W12406(2007).
[25] Nonlinearity and unsteadiness in river meandering: A review of progress in theory and modelling. Earth Surface Processes & Landforms, 36, 20-38(2011).
[27] Theory of stochastic differential equations with jumps and applications: Mathematical and analytical techniques with applications to engineering. Springer Science &Business Media(2006).
[28] Likelihood methods for diffusions with jumps, Statistical inference in stochastic processes. Marcel Dekker Incorporated, 67-105(1991).
[33] River Dynamics and Integrated River Management. Berlin Heidelberg:Springer(2015).
[35] Relative scales of time and effectiveness of climate in watershed geomorphology. Earth Surface Processes and Landforms, 3, 189-208(1978).
[41] The study of the law of similarity for models of flood flows of the lower reach of the Yellow River. Beijing: Tsinghua University(1995).
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Xiaolong SONG, Deyu ZHONG, Guangqian WANG. Simulation on the stochastic evolution of hydraulic geometry relationships with the stochastic changing bankfull discharges in the Lower Yellow River[J]. Journal of Geographical Sciences, 2020, 30(5): 843
Category: Research Articles
Received: Feb. 28, 2019
Accepted: Sep. 12, 2019
Published Online: Sep. 30, 2020
The Author Email: ZHONG Deyu (zhongdy@tsinghua.edu.cn)