It'sIs it consistent to define the position of a particle in some frame as a vector or is just a Physics informalityan informal representation? Velocity and Accelerationacceleration can be added up and bring multiplied by real numbers an haveand still have physical meaning ( theythey live in tangent spaces). But what'swhat is the physical meaning of adding a position to another, or, in relativity's domain, does adding two events have someany sense? If this havehas no sense, so definethen defining the position of a particle as a " vector"vector living in a vector space" is surely wrong?
Became Hot Network Question