Estimate aquatic species life history using robust techniques.
    This package supports users undertaking two types of analysis: 1) Growth from
    length-at-age data, and 2) maturity analyses for length and/or age data.
    Maturity analyses are performed using generalised linear model approaches incorporating
    either a binomial or quasibinomial distribution.
    Growth modelling is performed using the multimodel approach presented by
    Smart et al. (2016) "Multimodel approaches in shark and ray growth studies:
    strengths, weaknesses and the future" <doi:10.1111/faf.12154>.

The Aquo Standard is the Dutch Standard for the exchange of 
    data in water management. With *aquodom* (short for aquo domaintables) 
    it is easy to exploit the API (<https://www.aquo.nl/index.php/Hoofdpagina>) to download domaintables 
    of the Aquo Standard and use them in R.

Simple functions to convert given Arabic numerals to Kansuji  
    numerical figures that represent numbers written in Chinese characters.

Allows users to stem Arabic texts for text analysis.

Allows the user to connect with the World Spider Catalogue (WSC; <https://wsc.nmbe.ch/>) and the World Spider Trait (WST; <https://spidertraits.sci.muni.cz/>) databases. Also performs several basic functions such as checking names validity, retrieving coordinate data from the Global Biodiversity Information Facility (GBIF; <https://www.gbif.org/>), and mapping.

Computes low-dimensional point representations of high-dimensional numerical data according to the data visualization method Adaptable Radial Axes described in: Manuel Rubio-Sánchez, Alberto Sanchez, and Dirk J. Lehmann (2017) "Adaptable radial axes plots for improved multivariate data visualization" <doi:10.1111/cgf.13196>.

Estimates possible 3D orientations of an object from the 2D image coordinates 
    of two landmarks and an approximate camera-object elevation angle. Because a projected 
    2D angle can be compatible with multiple 3D pitch, yaw, and view-elevation angles, the 
    package returns compatible sets of orientations rather than a single unconstrained 
    estimate.