3 ms·
If x is a function, what does 1/x mean? The inverse of operator p is indeed 1/p (assuming that the integrator has zero initial condition) but let us not start i
by Rod 17y ago
If x is a function, what does 1/x mean? The inverse of operator p is indeed 1/p (assuming that the integrator has zero initial condition) but let us not start inverting everything at will ;-)
- jibiki 17y agoBut clearly some spooky inversion is allowed, e.g., writing: v = Lpi => v/i = Lp I don't even know what that means!
- Rod 17y agoUhmmm, shouldn't the operator p be operating on some function? I don't know what v/i means either, but it looks like an operator to me: you apply it to function i and you obtain v, LOL. This stuff is trippy!