Authors: Markos Georgallides
The Special Problems of E-geometry consist the Quantization Moulds of Euclidean Geometry in it , to become → The Basic monad , through mould of Space –Anti-space in itself , which is the material dipole in inner monad Structure which is Identical with the Electromagnetic cycloidal field → Linearly , through mould of Parallel Theorem , which are the equal distances of common Line-meter between the points of parallel and line → In Plane , through mould of Squaring the circle , where the two equal and perpendicular monads consist a Plane acquiring the common Plane-meter ,pi,→ and in Space ,(volume) , through mould of the Duplication of the Cube , where any two Un-equal and perpendicular monads acquire the common Space-meter ³√2 ,to be twice each other , as this in analytical methods explained . The article consist a provocation to all scarce today Geometers and mathematicians in order to give an answer to these Old-age standing Unsolved Problems. All Geometrical solutions are clearly Exposed and presented on Dr-Geo machine , and unveill the pass-over-faults of Relativity . E-Geometry is proved to be the base of all natural sciences and also the reflective logic from the objective reality , which is nature , to us
Comments: 33 Pages. The Unsolved ancient-Greek Problems , The Unsolved Special E-Problems
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