The discussion centers on the determination of the Lorentz transformation using concepts from Euclidean geometry. Participants explore the implications of light travel time on the observation of moving bodies, particularly focusing on how to visualize and calculate the positions of points on a moving object as perceived by an observer.
Participants express differing views on the sufficiency of geometric reasoning alone for understanding Lorentz transformations. Some agree on the need for additional physics concepts, while others maintain that geometry can provide insights. The discussion remains unresolved regarding the best approach to derive and understand the Lorentz transformation.
Participants highlight the importance of accounting for light travel time and the potential need for knowledge of length contraction in determining observed positions. There are references to mathematical properties of transformations and their implications for physical observations, but no consensus is reached on the methodology or conclusions.
If you don't know then isn't it a little premature to claim the impossibility? After all, it isn't a violation of the laws of physics, just a strange optical phenomenon in the midst of many strange phenomena.atto said:I have seen such rotated images, but I don't know how these was calculated, because it's rather impossible.
DaleSpam said:If you don't know then isn't it a little premature to claim the impossibility? After all, it isn't a violation of the laws of physics, just a strange optical phenomenon in the midst of many strange phenomena.