basic Galilean challenge


A purely mathematical challenge to the so-called
Galilean...
Coordinate Transformation Equations.


This challenge resides not with v or t, but with d(istance). I propose that x' = x d is wrong and so consequently substituting vt for d will make x' = x vt wrong too. Additionally, the inherent transformation difficulties have nothing to do with time, velocity, light, observers, or any other such physical considerations; as this is a challenge solely based upon mathematical principles having been broken.

from Wikipedia...."coordinate transformation"
"For example, in 1D, if the mapping is a translation of 7 to the right, the first moves the origin from 0 to 7, so that the coordinate of each point becomes 7 less, while the second moves the origin from 0 to 7, so that the coordinate of each point becomes 7 more."
.

Given the above translation of 7 to the right, then a point that was at 11,0 becomes 7 less, or 4,0.




texts currently in black...author added comments in color




correctly performed coordinate transformation...S x' = S' x'





Einstein's hoax equation x = x' + vt
no P', no 2d, no 3d
no multi-points
reversed counting direction





Einstein let's 4 ( his 11 - 7) = 11




* absciccsa You can look at a 2D Coordinate system as a system in which a point can be defined using two values. We do this by using two perpendicular and directed lines called the abscissa(xaxis) and the ordinate(yaxis). The point of intersection of these two lines is called the origin denoted O(0,0). Any point can be determined as P(x,y), where x is the value in the x-axis and y is the value in the y-axis.
abscissal values           3      2      0     1.5     



correct coordinate transformation of point P' into S

Einstein's erroneous attempt at a coordinate transformation of point P into S



original poem involving this concept and others....Ode to Descartes