Skip to main content# From the escaping mutation Black-Hole to ω value of matrix multiplication

Presentation #103.01 in the session Galaxy Clusters/Large Scale Structures - Poster Session.

Published onMay 03, 2024

From the escaping mutation Black-Hole to ω value of matrix multiplication

In APS 2024 March Meeting I will present the theoretical framework on the escaping Black-Holes, which includes that there exist two types of Black-Holes:

i. the mass-over Black-Hole: mass m_{BH} = √5/2 = 1.1180 > radius of small circle r = 1, velocity v = 4(1-m^{2}) = 4(1-5/4) = -1, which means that it is counter-current flow or escape. The escape angle θ ≈ atan(√5) = 65.9° > critical angle θ = 60°, under the critical angle, v = 1, m_{crt} = √3/2, without any deformation.

ii. the energy-over or velocity-over Black-Hole: v_{BH} = 5 ≫ c = 3(light speed), mass m_{BH} = √(1-5/4) = (√-1)/2 = i/2, which is dark mass. The escape velocity v_{esc} = √5/2 = 1.1180 = 1.12 equal to measured v_{est} = 1.12x10 km/s in our earth. Note that from v_{esc} φ = √5/2+0.5 = 1.618; φ = √5/2-0.5 = 0.618, which is just golden ratio. It shows that the escape mutation deformation of Black-Hole is a free invertible behaviour over Universes. As an important coproduction, I found an exact persistent monodromic ω of matrix multiplication is just √5 = 2.2360679775. For exactly a decade ago (1969-2023) the values of matrix multiplication was introduced one of the more influential ideas within the community these past 54 years. This a long time open problem with history data: 2.78041, 2.387190, 2.375477, 2.372927, 2.372865, 2.372864, 2.372860, 2.7799, 2.548, 2.5166, 2.495548, 2.48. I found the wall-crossing formula of escape mutation deformation over Universes: there exists a wall-crossing map Φ(ρ) = Φ(T^{*}M) = Φ(cot(π/6)) = Φ(√5), i.e. ω = √5 = 2.2360679775, which completely closed this open problem on matrix multiplication. Then using the Generalized Newton’s Laws (GNL) presented at the Canadian Associate of Physics (CAP) 2019, I get three important orbits of Universe and Fundamental Particles:

1. A normal orbit without any energy deformation: v = 1, m = √3/2, mv = √3/2, so G = 2/√3 = 2/3×√3 = G_{0}√3 ≡ G_{0} = 2/3 = 0.666666..., which equal to Gravitational Constant measured in the Earth. This fact proved that the Gravitational Constant is not a sole number rather than gravitational constant variety. In fact, we have a profile of gravitational constant variety: G = 1/(4m(1-m^{2})), and G = 2/3 has a wide mass spectrum;

2. A canonical deformation orbit with light speed 3: m = 1/2, v = 4(1-(1/2)^{2}) = 4×3/4 = 3, i.e. light speed c ≈ 299792458 m/s;

3. An extremal escape mutation orbit: v_{esc} = 5, m_{esc} = √(1-(5/4)^{2}) = √-¼ = i/2. Another escape orbit is about mass-over with an escaping angle θ ≈ 65°.

Conclusions: The Black-Hole is a canonical deformation phenomena of Universes, which has not earth or death.