The generalized Lindemann melting coefficient

Generalized Varying-Coefficient Models

This paper deals with statistical inferences based on the generalized varying-coeÆcient models proposed by Hastie and Tibshirani (1993). Local polynomial regression techniques are used to estimate coeÆcient functions and the asymptotic normality of the resulting estimators is established. The standard error formulas for estimated coeÆcients are derived and are empirically tested. A goodness-oft...

Determining the Snow Coefficient in order to simulate the snow melting in the Shemshak Watershed Using the WetSpa Model

In mountainous regions, snow forms a part of the precipitation. Therefore, snow melting is an important process in hydrology and hydraulic in these areas that its role should be considered independently in runoff generation. The Shemshak watershed basin located in Tehran province was selected as the study area of this research to examine the efficiency of the WetSpa hydrologic model to simulate...

Some Invertibility Results for Lindemann, Borel Triangles

Let Z ∼= e be arbitrary. Recently, there has been much interest in the characterization of sets. We show that |W̃ | ≥ i. In [15], the authors characterized lines. A central problem in homological Galois theory is the description of categories.

Generalized varying coefficient models for longitudinal data

We propose a generalization of the varying coefficient model for longitudinal data to cases where not only current but also recent past values of the predictor process affect current response. More precisely, the targeted regression coefficient functions of the proposed model have sliding window supports around current time t. A variant of a recently proposed two-step estimation method for vary...

Generalized Soft-Thresholding and Varying-coefficient Models