• The Cone. The collection
    \[ \webleft\{ \text{pr}_{i} \colon \prod _{i\in I}A_{i}\to A_{i}\webright\} _{i\in I} \]

    of maps given by

    \[ \text{pr}_{i}\webleft (f\webright )\mathrel {\smash {\overset {\mathclap {\scriptscriptstyle \text{def}}}=}}f\webleft (i\webright ) \]

    for each $f\in \prod _{i\in I}A_{i}$ and each $i\in I$.


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