Type Class - Related Notions

Related Notions

An analogous notion for overloaded data (implemented in GHC) is that of type family.

Read more about this topic:  Type Class

Famous quotes containing the words related and/or notions:

    Just as a new scientific discovery manifests something that was already latent in the order of nature, and at the same time is logically related to the total structure of the existing science, so the new poem manifests something that was already latent in the order of words.
    Northrop Frye (b. 1912)

    What is termed Sin is an essential element of progress. Without it the world would stagnate, or grow old, or become colourless. By its curiosity Sin increases the experience of the race. Through its intensified assertion of individualism it saves us from monotony of type. In its rejection of the current notions about morality, it is one with the higher ethics.
    Oscar Wilde (1854–1900)