Categorising nouns

Can anybody come up with examples where a noun can be categorised twice, but neither of these categories is considered a complete subset of the other?

I'm looking for examples strictly in the form of two statements: 1) 'an X is a Y' and 2) 'an X is a Z', where these statements have the constraint that Y is not a subcategory of Z, nor Z a subcategory of Y. [X,Y,Z are always nouns preceded by an indefinite article]

Examples that don't work:

  1. A cat is an animal. A cat is a creature.

This fails because an 'animal' is a 'creature' (we can categorise one category as a member of the other)

  1. Running is a hobby. Running is a sport.

The constraint is satisfied because one wouldn't generally classify 'hobbies as sports', nor 'sports as hobbies'. However, the example doesn't work because it's not of the form 'an X is a Y' (we would need to write 'a running is a sport', which is wrong grammatically).

Note: in the second example, although some hobbies are sports and some sports are hobbies. one category doesn't fit fully into the other, so is considered to satisfy the constraint.


Solution 1:

There are many of these, here are a few (with justifications)

A car is a machine / a car is a means of transport (Not all machines are cars / riding animals are means of transport)

A house is a building / a house is a dwelling (Not all buildings are houses / caravans {trailers if you're American}, caves, tents, bungalows and flats {apartments if you're American} are all dwelling places but not houses)

A walkie-talkie is an electronic device / a walkie-talkie is a means of communication (Not all electronic devices are walkie-talkies / not all means of communication are walkie-talkies)

I could go on but I think that demonstrates the idea.

By the way there is another way of expressing your requirement: you could say that each pair of statements places the noun into two sets neither of which is a subset of the other but which have an intersection containing the noun.

Solution 2:

While some of your constraints seem a bit arbitrary, they can still be satisfied:

  • A restaurant is a business
  • A restaurant is a location

The two categories aren't subsets of each other, but a restaurant is both.