A new hypothesis in the field of physics

2023-10-12 14:26:00, Aktualitet CNA

A new hypothesis in the field of physics

Illustrative photo

The researcher Gëzim Kuci has raised a new hypothesis referring to the publication "Parts from Fibonacci-Tesla mathematics".

In Kuci's hypothesis it is stated that: "It is impossible to determine, through the observation of mechanical experiments or the observation of light rays, that a laboratory is in uniform rectilinear motion with respect to an inertial system, or is at rest under the effect of a field important".

The famous Italian mathematician and advanced in time, Leonardo Fibonacci, does not agree with the above hypothesis, who together with Nikola Tesla prove and prove their hypothesis through numerous facts.

According to the hypothesis of Fibonacci and Tesla: "It is possible that by observation of mechanical experiments or observation of light rays, observers in their laboratories L... L2... L3... Ln... determine exactly the uniform rectilinear velocity with respect to the system inertial L0 and at the same time distinguish the inertial from the possible existence of rests L0... L02... L03... L0n... under the effect of additional gravity fields, equivalent to the corresponding speeds of L... L2... L3... Ln..."

Fibonacci maintains the same explanatory analogy with Galileo's Theory of Relativity.

A new hypothesis in the field of physics

While analyzing the above theory, the researcher says that:

"Signor Galilei's pedantic formulations in the field of physics serve as primary, leaving no reason for ambiguity. Several logical deductions derive from Galileo's Principle of Equivalence of Relativity, among the most important:

--- An observer in motion is not allowed to observe in the direction of rest L0 as an ideal inertial system.

--- As a result, an observer in the priority that he has to observe in the direction of movement, and determines the speeds of the laboratories is in violation of the Principle of Equivalence of Relativity of Galileo.

--- Reference systems of rest or uniform rectilinear motion do not have priority over each other, which means that the reference systems will be solely responsible for the measurements that will be referred to them.

According to Kuci, the formulas of the theory of Relativity for relative magnitudes belong to the qualitative determination insufficient for an observer in uniform rectilinear movement to determine the speed of the laboratory L with which it is moving.

"The Fibonacci relations of the L0 rest are transformed into motion functions and build the connecting "bridge" between the three-dimensional space-time continuum of the L0 rest and the various four-dimensional space-time continuums to be simultaneously of qualitative and quantitative determinability so necessary that a moving observer to determine the speed of the lab L with which it is moving.

The greater the speed of the laboratory, the closer we are to supporting the new hypothesis.

The Fibonacci movement functions interpret the movement while maintaining the same explanatory analogy with free fall, so in the absence of Galileo Galilei it could not have been reached this far", he emphasizes./ CNA