Introduction into Extra Geometry of the Three-Dimensional Space II

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  •   Istvan Szalay

  •   Balazs Szalay

Abstract

Using the theory of exploded numbers by the axiom-systems of real numbers and Euclidean geometry, we introduce concept of extra - plane of the three-dimensional space. The extra - planes are visible subsets of super-planes which are exploded Euclidean planes. We investigate the main properties of extra-planes. We prove more similar properties of Euclidean planes and extra-planes, but with respect the parllelism there is an essential difference among them.


Keywords: exploded and compressed numbers, super - plane, border lines, extra - parallelism

References

István Szalay: Exploded and compressed numbers (enlargement of the universe, Parallel Universes, Extra Geometry), LAMBERT Academic Publishing, Saarbrücken, Germany, 2016, ISBN: 978-3-659-94402-4.

I. Szalay and B. Szalay: Introduction into the extra geometry of the three-dimensional space I. European Journal of Engeneering Research and Sience (EJERS), Vol.5 No. 5. May 2020, 538-544.

I. Szalay, B. Szalay: Extra Geometry I. Extra lines. International Journal of Engineering Research and Applications, (IJERA) Vol.8. Issue 1 (Part -1) January, 2018, 23 – 34.

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How to Cite
[1]
Szalay, I. and Szalay, B. 2020. Introduction into Extra Geometry of the Three-Dimensional Space II. European Journal of Engineering and Technology Research. 5, 8 (Aug. 2020), 904-914. DOI:https://doi.org/10.24018/ejers.2020.5.8.2016.