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Home > Simultaneity


 

Simultaneity is the property of two events happening at the same time.
A central event (0,0) is used to anchor a spacetime plane {(x,t) in RxR} = ST where x measures distance in units of 30 centimeters and t measures time in nanoseconds. Space events satisfy |x| > |t| and the time events satisfy |x| < |t|. Now a space event e is simultaneous with the origin (0,0), with respect to a time event z , if e and z are hyperbolic-orthogonalIn mathematics, two points in the Cartesian plane are hyperbolically orthogonal if the slopes of their rays from the origin are reciprocal to one another. If the points are (x,y) and (u,v), then they are hyperbolically orthogonal if :y/x u/v. Using comple points in ST. Two events g and h in ST are simultaneous with respect to z if their difference g - h in ST is hyperbolic-orthogonal to z.

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