math.SE
-1
Q: Is $G= \lbrace e^{\large\frac{s}{\log x}} : s \in \Bbb R \rbrace $ related to the Poincaré group?
Consider the group: $ G = \lbrace e^{\large\frac{s}{\log x}} : s \in \Bbb R \rbrace $,
with multiplication as the operation and $1$ as the identity element.
Is $G$ related to the Poincaré group?
To find out, I first recast $G$ as $H= \lbrace \frac{s}{x} : s \in \Bbb R \rbrace,$ with addition as...
