Let P {\displaystyle {}P} be a set of people and V {\displaystyle {}V} the set of the first names and N {\displaystyle {}N} the set of the surnames of these people. Define natural mappings from P {\displaystyle {}P} to V {\displaystyle {}V} , to N {\displaystyle {}N} and to V × N {\displaystyle {}V\times N} and discuss them using the relevant notions for mappings.