The Theory of Magnitudes

Abstract

This is a way to look at a photos of stars and make sense to get  a  value  that shows the closest star: in the vicinity: It uses star’s apparent  magnitudes to get theses  inverse  magnitudes and to get a nearby  star of the largest ratio ;  of  the inverse apparent magnitude divided  by the distance. Now the  beginning reference  star obeys this ratio  . For the greater the distance the lower the value.  And we want the highest value .   The greater the brightness enlarges and the greater the distance  makes the value lessons. After trying to use aspects of General Relativity’s Tensor Calculus, l found l could not find my formulas to fit the data . In an original way l used  the inverse Apparent Magnitudes in  Astronomical to get a consistant formula that is data proven with general ideas from Global analysis. It works with  Star charts/photos. Before l even tried using the  inverse of the determinates of linear algebra. But my attempts were to no avail. Therefore l became inspired by basic formulas in General Relativity but that did not work. Using Global Analysis in an new  l succeeded. Keywords Using my new formula l can obtain the distance between a reference star, using its inverse  apparent magnitude, l obtain the distance to from another star using certain restrictions  which the measurement in centimeters to this other star from its reference star nearby.