on POLYDOES . . . heard of them?

I like the word.

Would a nut be an example ?

What applications do you see for them?

Would they come in different tastes too? That's the only application I could think of at the moment, Ky.

As so often, the term is defined by the opposite, polydoesn't, the generic cry of the bad and slightly illiterate parrot trainer.

That gives it another dimension: sound! Other wise your always on top, Ky.

Hi Tofique, Mathematicians normally come across donuts in the context of topology, but, all your polydos are identical to an ordinary ring donut in that context. Have you discovered any properties of them which are not covered by the study of other solids (platonic etc.)?

In fact your "discovery" is a body which pushed to the limit as number of side becomes a torus.

Again what is special? What does it have as possible applications?