Mus - Mathematimus - Hyperelliptical Geometry

M.U.S. (Mathematical Uniform Space) is a new number of π (pi), representing the reality of the Universe in which we live. With this number, we created a new geometry, Hyperelliptical Geometry, which will provide the unification of physics, thus uniting the Theory of Relativity and Quantum Theory. A new geometry for a new Mathematics and a new Physics. Source: https://archive.org/details/mus-mathematimus-hyperelliptical-geometry-202403311048 ark:/13960/s248r2sbp5h https://drive.google.com/file/d/1oUul78\_uwMT-6cgqf81WKVbUP1owMdCP/ https://photos.app.goo.gl/qtzPp4vfYRSn18B96 Chapter 1 Chapter 1 - Part 1 Notebook-01---20211112 Musichian Projective Vectorial Curvilinear Cubic Trigonometry. Cosmological Constant Everything will depend on the conversion factor applied, which can increase or decrease the M.U.S. Chapter 1 - Part 2 Notebook-02---20211112 Chapter 1 - Part 3 Notebook-03---20211112 Chapter 1 - Part 4 Volume-20---20220612 Nothing exists Analyse the "light bending" effects of the Schwarzschild geometry. Chapter 2 Chapter 2 - Part 1 Volume-01---20211021 Chapter 2 - Part 2 Volume-02---20211103 Chapter 3 Chapter 3 - Part 1 Volume-03---20211108 Chapter 3 - Part 2 Volume-04---20211110 Chapter 4 Volume-05---20211111 Chapter 5 Chapter 5 - Part 1 Volume-06---20211206 Chapter 5 - Part 2 Volume-07---20211206 Chapter 6 Volume-08---20211207 Chapter 7 Chapter 7 - Part 1 Volume-09---20211218 Chapter 7 - Part 2 Volume-10---20220103 Chapter 7 - Part 3 Volume-11---20220104 Chapter 7 - Part 4 Volume-13---20220104 Chapter 7 - Part 5 Volume-15---20220213 Chapter 8 Chapter 8 - Part 1 Volume-16---20220213 Chapter 8 - Part 2 Volume-17---20220220 Chapter 8- Part 3 Volume-18---20220315 Chapter 8 - Part 4 Volume-19---20220412---01 Volume-19---20220412---02 Chapter 8 - Part 5 Volume-21---20220818 M.U.S. = Pi . Gl . Gu (bending of the light - real number). M.U.S. - use the new number to recalculate the equation. Chapter 8 - Part 6 Volume-23---20230826 Chapter 9 Volume-24---20231210 Solution to calculate the curvature of space about the elliptical orbit of the planets. Me - Ellipse Musich Me - Musich Point Procedures to join two circles that intersect at two points, creating a total of four points that correspond to the two diameters of these circles that create an ellipse. M.U.S. Musichian Coordinate and M.U.S. Musichian Coordinate Planck's Constant Coriolis Force K is said to be weakly zero Analysis Curvature = Energy M.U.S. Musichian Hyperelliptic Geometry - M.H.G. Analysis - Nothing Musdesic H.G., E.G. and S.G. Axiom of parallelism of straight lines The solution of the new geometry (Musichiana) and the new number M.U.S. will solve Euclid's Parallel Postulate. Theory of non-uniforme space hyperellip Musichian The centre of a quadric hypersurface Deflection of Light Chapter 10 Volume-25---20231226 Chapter 11 Volume-26---20231229---20240224 Chapter 12 Chapter 12 - Part 1 Appendix-01---20211115 Chapter 12 - Part 2 Appendix-02---20211117 Chapter 12 - Part 3 Appendix-03---20211112