We need to abstractify the notion of a sandwich. In a hyperwich, we have the equivalent of the bread part of the sandwich and the equivalent of the filling of a sandwich. What should we call them?
A commutative sandwich is a sandwich such that the orientation of the hyperbread operands or the order of the hyperfilling operands does not alter the fundamental identity of the sandwich
For instance, a burger is not a commutative sandwich, as flipping the top bun upside-down invalidates its status as a burger
A sandwich is defined by a linear combination of hyperbread and hyperfilling such that it is bounded by hyperbread and there exists at least one hyperfilling
Therefore, a sandwich is a vector in the Hilbert space of linear foods
Therefore, a sandwich is a vector in the Hilbert space of linear foods
I keep forgetting to CW this as food but at this point it's barely food
I'm not CWing it as math either because it's barely math either
I'm not CWing it as math either because it's barely math either
Joseph C. Osborn@nonphatic As an almost-PhD in the discipline, I believe that means we have to call it “AI” now. Congratulations/I’m sorry!