Conventional streamflow models operate under the assumption of constant variance or season-dependent variances (e.g. ARMA (AutoRegressive Moving Average) models for deseasonalized streamflow series and PARMA (Periodic AutoRegressive Moving Average) models for seasonal streamflow series). However, with McLeod-Li test and Engle's Lagrange Multiplier test, clear evidences are found for the existence of autoregressive conditional heteroskedasticity (i.e. the ARCH (AutoRegressive Conditional Heteroskedasticity) effect), a nonlinear phenomenon of the variance behaviour, in the residual series from linear models fitted to daily and monthly streamflow processes of the upper Yellow River, China. It is shown that the major cause of the ARCH effect is...
Simulation of streamflow is one of important factors in water utilization. In this paper, a linear s...
Abstract – Multiplicative seasonal autoregressive integrated moving average models are appropriate f...
In this paper we fit non-linear models. We build Threshold Autoregressive (TAR) and Generalized Auto...
Conventional streamflow models operate under the assumption of constant variance or season-dependent...
Abstract. Conventional streamflow models operate under the assumption of constant variance or season...
Streamflow missing data rises to a real challenge for calibration and validation of hydrological mod...
Ten candidate models of the Auto-Regressive Moving Average (ARMA) family are investigated for repres...
Ten candidate models of the Auto-Regressive Moving Average (ARMA) family are investigated for repres...
The partial auto-correlation coefficients of most of the series of monthly stream flows recorded in ...
A conditionally heteroscedastic model, different from the more commonly used autoregressive moving a...
Three aspects of stochastic analysis and modeling of hydrologic time series are investigated in this...
Streamflow simulation gives the major information on water systems to water resources planning and m...
Many stochastic processes in practice having the sequences of random variables are generally skewed ...
Precise prediction of the streamflow has a significantly importance in water resources management. I...
Computer simulation is used to study many stochastic processes. Most of these stochastic processes i...
Simulation of streamflow is one of important factors in water utilization. In this paper, a linear s...
Abstract – Multiplicative seasonal autoregressive integrated moving average models are appropriate f...
In this paper we fit non-linear models. We build Threshold Autoregressive (TAR) and Generalized Auto...
Conventional streamflow models operate under the assumption of constant variance or season-dependent...
Abstract. Conventional streamflow models operate under the assumption of constant variance or season...
Streamflow missing data rises to a real challenge for calibration and validation of hydrological mod...
Ten candidate models of the Auto-Regressive Moving Average (ARMA) family are investigated for repres...
Ten candidate models of the Auto-Regressive Moving Average (ARMA) family are investigated for repres...
The partial auto-correlation coefficients of most of the series of monthly stream flows recorded in ...
A conditionally heteroscedastic model, different from the more commonly used autoregressive moving a...
Three aspects of stochastic analysis and modeling of hydrologic time series are investigated in this...
Streamflow simulation gives the major information on water systems to water resources planning and m...
Many stochastic processes in practice having the sequences of random variables are generally skewed ...
Precise prediction of the streamflow has a significantly importance in water resources management. I...
Computer simulation is used to study many stochastic processes. Most of these stochastic processes i...
Simulation of streamflow is one of important factors in water utilization. In this paper, a linear s...
Abstract – Multiplicative seasonal autoregressive integrated moving average models are appropriate f...
In this paper we fit non-linear models. We build Threshold Autoregressive (TAR) and Generalized Auto...