Air Quality Data of Switzerland for one year in 30 min
Resolution
Ozone, NOx (= Sum of Nitrogenmonoxide and
Nitrogendioxide), Nitrogenmonoxide, ambient temperature, dew
point, wind speed and wind direction at 3 sites around lake of
Lucerne in Central Switzerland in 30 min time resolution for
year 2004.

Air Quality Data of Switzerland for One Year in 30 Min
Resolution
Ozone, NOx (= Sum of nitrogen monoxide and nitrogen dioxide), nitrogen monoxide, ambient temperature, dew point, wind speed and wind direction at 3 sites around lake of Lucerne in Central Switzerland in 30 min time resolution for year 2004.

Inference and Analysis of Sympatry Networks
Daniel A. Dos Santos <pseudalopex_79@yahoo.com>
Infers sympatry matrices from distributional data and analizes them in order to identify groups of species cohesively sympatric.

Infers sympatry matrices from distributional data and analyzes them in order to identify groups of species cohesively connected.

Systemic Scenario Selection for Stress Testing
Quasi-Monte-Carlo algorithm for systematic generation of shock scenarios from an arbitrary multivariate elliptical distribution. The algorithm selects a systematic mesh of arbitrary fineness that approximately evenly covers an isoprobability ellipsoid in d dimensions (Flood, Mark D. & Korenko, George G. (2013) <doi:10.1080/14697688.2014.926018>).
This package is the 'R' analogy to the 'Matlab' code published by Flood & Korenko in above-mentioned paper.

Systematic Scenario Selection for Stress Testing

Michael Grabchak <mgrabcha@uncc.edu> and Lijuan Cao <lcao2@uncc.edu>
Contains methods for simulation and for evaluating the pdf, cdf, and quantile functions for symmetric stable, symmetric classical tempered stable, and symmetric power tempered stable distributions.

Symbolic Representation of the Determinant of a Square Matrix
c(person("William","Fairweather", role = c("aut", "cre"),
email = "wrf343@flowervalleyconsulting.com"))
Produces the formula for calculating the determinant, as a function
of the elements of the matrix.  This formula is called the symbolic representation
of the determinant.  In other words, for the 2x2 matrix V we want a function to
return 'v11v22 – v12v21' for an unstructured, general 2x2 matrix and 'v11v22 – v12^2'
for a symmetric 2x2 matrix, and not the numeric values for a particular numeric matrix.