/sci/ - Science & Math

I'm trying to find a group operation on the set of Left-invariant orders on a group [math] G [/math]. Suppose I was able to generate new left-orders using automorphisms that don't preserve the original order. If I were to establish a bijection between some subgroup of the automorphisms and my original set, I should be able to define an operation on it, right? And would that be a meaningful group structure or just, like, arbitrary?

>>11395845
give them my regards