Reservoir drawdown and rainfall have important influence on bank landslides, but existing research these two factors is too idealistic. A new reservoir model was proposed for the rapid stage based consideration of reduction, navigation power generation. considering actural time fifty years daily data. At last, taking Baishuihe landslide as an example, stability analyzed under combined influence...

During the pumping of wells, groundwater level drawdown, as measured in pumped well, is increased by non-linear losses caused water flow velocity through well screens. This undermines adequacy direct use drawdown data for purpose realistic identification effective radius and aquifer parameters. anomaly avoided reshaping function into a specific sw/Q well. simplifies exclusion from sequence at p...

A simplified model was employed to develop mathematically equations that describe the unsteadystate behavior of naturally fractured reservoirs, The analysis resulted in an equation of flow of radial symmetry whose solution, for the infinite case, is identical in form and function to that describing the unsteady-state behavior of homogeneous reservoirs. Accepting the assumed model, for all pract...

Three differential equations modelling HIV virion, and infected and uninfected immune-cell densities during acute and chronic phases of infection underlie in-vivo HIV viral dynamics models. Adding a fourth equation that simulates immunosenesence through the drawdown of a stem-cell reservoir permits the phase of full-blown AIDS to be incorporated in the model. This greatly enhances the utility o...

We consider the infinite horizon optimal consumption-investment problem under the drawdown constraint, i.e. the wealth process never falls below a fixed fraction of its running maximum. We assume that the risky asset is driven by the constant coefficients Black and Scholes model. For a general class of utility functions, we provide the value function in explicit form, and we derive closed-form ...

We consider the infinite horizon optimal consumption-investment problem under the drawdown constraint, i.e. the wealth process never falls below a fixed fraction of its running maximum. We assume that the risky asset is driven by the constant coefficients Black and Scholes model. For a general class of utility functions, we provide the value function in explicit form, and we derive closed-form ...

We use supervised learning to identify factors that predict the cross-section of maximum drawdown for stocks in US equity market. Our data run from January 1980 June 2018 and our analysis includes ordinary least squares, penalized linear regressions, tree-based models, neural networks. find most important predictors tended be consistent across non-linear models had better predictive power than ...