Okay... I saw this word, "brane", and wondered what it meant.
Eventually, my searching lead me here.
Wikipedia does a pretty decent job of explaining stuff, so when I read this:
In string theory, D-branes are a class of extended objects upon which open strings can end with Dirichlet boundary conditions, after which they are named. D-branes were discovered by Dai, Leigh and Polchinski, and independently by Horava in 1989. In 1995, Polchinski identified D-branes with black p-brane solutions of supergravity, a discovery that triggered the Second Superstring Revolution and led to both holographic and M-theory dualities.
I immediately got the feeling that sometime in the near future, this would make perfect sense to the average citizen. Sort of how the equation "x + 2 = 8" can be simplified into first-grade math as "□+2=8".
But then, the average citizen doesn't even know how to define zero-, one-, and two-dimensional space. (Dot, line, polygon)
And I must admit... this looks pretty darn cool. What if our brain (HA! no pun intended) worked like this?
I wonder how many surfaces this has?
Is this your brain after drinking from a Klein bottle?
Or perhaps the instant explosion from an atomic bomb? Or maybe the instance of the Big Bang?
Or maybe God's bubble gum right after it popped?
Me, I just wonder... if you can extrapolate a circle, line, point, and various other conic sections from a cone (as well as a triangle!), what sort of 4-D shape can a cone be extrapolated from?