The maximum likelihood estimator (MLE) is a technology: under
    regularity conditions, any MLE is asymptotically normal with variance given
    by the inverse Fisher information. This package exploits that structure by
    defining an algebra over MLEs. Compose independent estimators into joint
    MLEs via block-diagonal covariance ('joint'), optimally combine repeated
    estimates via inverse-variance weighting ('combine'), propagate
    transformations via the delta method ('rmap'), and bridge to distribution
    algebra via conversion to normal or multivariate normal objects ('as_dist').
    Supports asymptotic ('mle', 'mle_numerical') and bootstrap ('mle_boot')
    estimators with a unified interface for inference: confidence intervals,
    standard errors, AIC, Fisher information, and predictive intervals.
    For background on maximum likelihood estimation, see Casella and Berger
    (2002, ISBN:978-0534243128). For the delta method and variance estimation,
    see Lehmann and Casella (1998, ISBN:978-0387985022).

Provides functions to access data from public RESTful APIs including 
    'World Bank API' and 'REST Countries API', retrieving real-time or historical 
    information related to Algeria. The package enables users to query economic 
    indicators and international demographic and geopolitical statistics in a 
    reproducible way. It is designed for researchers, analysts, and developers who 
    require reliable and programmatic access to Algerian data through established APIs. 
    For more information on the APIs, see: 
    'World Bank API' <https://datahelpdesk.worldbank.org/knowledgebase/articles/889392> 
    and 'REST Countries API' <https://restcountries.com/>.

Allows the user to implement an address search auto completion menu on 'shiny' text inputs.
    This is done using the 'Algolia Places' 'JavaScript' library. See <https://community.algolia.com/places/>.

The company, Algorithmia, houses the largest marketplace of online
    algorithms. This package essentially holds a bunch of REST wrappers that
    make it very easy to call algorithms in the Algorithmia platform and access
    files and directories in the Algorithmia data API. To learn more about the
    services they offer and the algorithms in the platform visit
    <http://algorithmia.com>. More information for developers can be found at
    <https://algorithmia.com/developers>.