In keeping with our navigation roots we chose the name Geodesicx (a slight spelling variation of the word Geodesics). To understand our name, you must realize that there is a difference between spherical geometry and Euclidean geometry. Given that the Earth is (more or less) a sphere and the word geometry actually means “measurement of the earth,” it is understandable that navigation motivated the study of spherical geometry.
Given its curvature, there are no straight lines (using the normal definition of the word “straight”) on the surface of a sphere. Therefore, in spherical geometry the word geodesic is used and takes the place of a straight line that is used in Euclidean geometry. In Euclidean geometry a straight line is defined as “the shortest distance between two points,” therefore in spherical geometry we expect geodesic to have the same characteristic.
In spherical geometry a great circle is a circle on a sphere that divides the sphere into two equal segments. Therefore, Geodesics in spherical geometry are great circles and represent the shortest path between two points. As a result, ship navigators use geodesics to minimize their distance travelled.
Thus our tagline, “Your shortest path to solutions.”