The structure of the Cosmos

 

The vacuum energy problem is one of the most significant unsolved problems in quantum mechanics. The long list of unsolved problems in physics indicates that the Standard Model might need mending or be outright replaced. The above video highlights two issues with Einstein's relativity: 1, space in a vacuum is flat and 2, objects curve spacetime. The above video introduces a new physical worldview, which points toward the unification of quantum mechanics and general relativity. Dividing the universe with an information-blocking horizon is congruent with the holographic principle proposed by Leonard Susskind. Rethinking the basic structure of space might solve the contradictions mentioned above in physics, and it obeys Mach's principle, explains gravity, and turns quantum mechanics into comprehensible and intuitive science. 

Heisenberg uncertainty principle: 

The video explains that the particle wave function and the spatial curvature changes remain related. Increasing speed corresponds to higher frequencies and positive field curvature (space contrasts). This way location is more specific, but the velocity is uncertain. In contrast, lower frequencies correspond to lower speed, but the negative curvature of space (which expands) leads to an uncertainty of location. This uncertainty reaches its climax in the poles.

Vacuum energy

Quantum mechanics tells us that a vacuum is full of energy. But vacuum energy remains one of the unsolved problems in physics. Watch the above video to learn why a vacuum expands the universe by curving space into the fourth dimension.

General relativity  

Einstein's general relativity tells us that the fabric of spacetime is curved within and around large gravitational objects, but it is flat in a vacuum (see image below). On the other hand, the Michelson–Morley experiment to find the presence and properties of ether in 1887 proved that there was no such substance, therefore, no directional asymmetry in the universe. Because of this finding cosmos is considered isotropic. However, the conventional Michelson–Morley-type experiments could never detect dimensional anisotropy. Instead, dimensional anisotropy would form exponentially increasing energy needs of acceleration and the gravitational differences depending on the curvature of space.

Thus, the universe is infinite (due to the dimension increase of white holes), but it has finite boundaries (due to the dimension decrease of black holes). Moving with constant speed corresponds to a movement along latitude. Therefore it would bring one back to the starting point.

Massive object (such as a planet) curves spacetime according to general relativity. 

Mach's principle:

Dark energy (the universe expansion) needs a better explanation. Although the expansion is far smaller than the calculations would suggest, four-dimensional white holes could expand the universe at an accelerating rate. Dimensional anisotropy also satisfies Mach's principle. Read the whole article or view it on Academia  The above-proposed structure also leads to a cosmological evolution via interaction that engenders consciousness. So we are an organic, inalienable part of the universe.

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Evaluation of Mach's Principle in four spatial dimensions

Recent cosmological data shows that the Milky Way galaxy is being pushed ahead of a void. Independently, laboratory research achieved antigravity effects in a vacuum. A possible relationship between these seemingly unrelated results indicates the need to reexamine our understanding of gravity. According to Page and Wootter mechanism, time is globally static but emergent for ‘internal’ observers. That is, interaction increases the energy-information differences among the constituents of the cosmos. Such temporal evolution engenders polar singularities, known as black and white holes, by general relativity.

The second law of thermodynamics leads to Landauer’s principle, which shows that the emitted heat is proportional to the erased information of the system. Thus, information accumulates heat in black hole horizons, two dimensional, whereas information-free areas are energy-rich and cold. The principle of static time dictates information and dimensional complementarity between antipodal regions of the universe. Two-dimensional, positive curvature black holes must be balanced by negative curvature, four-dimensional white holes, which expand space and lead to the experience of ‘dark energy.’ Positive curvature forms great field strength, stabilizing the universe with a pressure experienced as excess gravity, called dark matter. Enhanced field strength leads to clumping, forming planets, stars, galaxies, and galaxy clusters, which slows expansion. The dimensional anisotropy (two in the black holes and four in the white holes) straddles unstable three-dimensional galactic environments between them.

Everything is connected to everything else. An object’s position in space corresponds to a freely hanging plumb. Deviations in the angle of that plumb (location of the object) change the equilibrium of the whole universe and lead to inertia. This force is proportional to both the mass of the object and the field strength (i.e., radial topological distance from the center). Therefore inertia is highest in the vicinity of the black holes. On the positively curved opposite surfaces of space (such as a planet), a path that winds toward the pole forms the shortest distance. On positive curving temporal surfaces, the fastest time is acceleration, which leads to the twin paradox. The hypothesis is congruent with the latest CMB data and satisfies Mach’s principle and Occam’s razor by uncovering a surprisingly simple, stable, unified alignment of the universe. This new physical worldview is presented without equations, reflecting the futility of a universal calculation method. Read the whole article or view it on Academia. 

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Copyright © 2017 by Eva Deli