Miroslav Šiman [aut], Pavel Boček [aut, cre]
The Institute of Information Theory and Automation of the
Czech Academy of Sciences, Pod Vodárenskou věží 4, CZ-18208
Prague 8, Czech Republic, email: utia@utia.cas.cz, phone: +420
266 053 111

The Institute of Information Theory and Automation of the
Czech Academy of Sciences, Pod Vodarenskou vezi 4, CZ-18208
Prague 8, Czech Republic, email: utia@utia.cas.cz, phone: +420
266 053 111
Contains basic tools for performing
multiple-output quantile regression and computing
regression quantile contours by means of directional
regression quantiles. In the location case, one can thus
obtain halfspace depth contours in two to six dimensions.
Hallin, M., Paindaveine, D. and Siman, M. (2010)
Multivariate quantiles and multiple-output regression quantiles:
from L1 optimization to halfspace depth. Annals of Statistics 38, 635-669
For more references about the method, see Help pages.

Contains basic tools for performing
multiple-output quantile regression and computing
regression quantile contours by means of directional
regression quantiles. In the location case, one can thus
obtain halfspace depth contours in two to six dimensions.
Hallin, M., Paindaveine, D. and Šiman, M. (2010)
Multivariate quantiles and multiple-output regression quantiles:
from L1 optimization to halfspace depth. Annals of Statistics 38, 635-669
For more references about the method, see Help pages.

Modelling temperature effects using time series data
Fits a Constrained Segmented Distributed Lag regression
model to epidemiological time series of mortality, temperature,
and other confounders.

Fits a Constrained Segmented Distributed Lag regression model
to epidemiological time series of mortality, temperature, and other confounders.

Estimate ED50 Based on Modified Turning Point Method
Turning point method is a method proposed by Choi (1990) <doi:10.2307/2531453> to
estimate 50 percent effective dose (ED50) in the study of drug sensitivity. The method has
its own advantages for that it can provide robust ED50 estimation. This package contains
the modified function of Choi's turning point method.