Is Every Mathematical Object A Set? What is an example of a mathematical object which isn’t a set? The only object which is composed of zero objects is the empty set, which is a set by the ZFC axioms. Therefore all such objects are sets. Objects composed of many objects are obviously sets. What is
What Are Objects? An object can be a single-word noun (e.g., dog, goldfish, man), a pronoun (e.g., her, it, him), a noun phrase (e.g., the doggy in window, to eat our goldfish, a man about town), or a noun clause (e.g., what the dog saw, how the goldfish survived, why man triumphed). How do you
Do Mathematical Objects Exist? Do mathematical objects exist? Mathematical objects exist outside of concrete time, but they exist inside of mathematical time. So it makes sense to say that a tricle changes its shape with the flow of mathematical time, and that it has three straight edges at some mathematical times, but none at other