RelativityChallenge.Com

Odds are that you’ve arrived here because you either 1) are convinced that something is wrong with Einstein’s theory of Relativity and want to explore what that might be or 2) you believe that Special Relativity is right and want to know what people who disagree with his theory are saying.

Regardless of the reason that brought you here, I hope that as you explore the materials on the site you’ll learn something new. We cover a lot of material ranging from the specifics around Einstein’s mistake, to the introduction of an alternative model, to a review of some of the more well known scientific experiments related to Special Relativity.

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Do you want to know what Time Dilation is and why Einstein needed it to make Relativity work? In Episode 19, we explain what things mean.   We’ll talk about the main concepts that are important for each moving system model - Newton, Lorentz, Einstein, and the CICS Model. After watching this episode, you should be able to explain the key concepts of Relativity such as Time Dilation and Length Contraction.  This knowledge is beneficial to both supporters of, and challengers to, Special Relativity.  We will explain why Einstein needed these terms for this theory to make sense and how they are based on an incomplete understanding of Transformations and Wavelength. And we’ll address why our modern understanding of Transformations and Wavelength, as incorporated into the CICS Model, results in a model that is free of Time Dilation and Length Contraction. This video ends with a comparison of the moving system models and where they differ conceptually from one another.

The following specific points are covered in this video

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Title

The Significance of Distinguishing Functions from Algebraic Equations

Summary

This paper answers the question from a syntax perspective:  ”Why is the ‘t’ variable in Einstein’s Tau equation different than the ‘t’ variable in the x’=x-vt equation“?  In answering this question, the concepts of scope, namespaces, global variables, and local variables are introduced. 

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Last year , a friend posted to his blog a brief excerpt of an NPR radio show which pitted a Special Relativity challenger against one of its supporters. During the introduction, the reporter mentioned a test developed by a UC Riverside mathematician. This test, The Crackpot Index , is a combination of satire and seriousness. In reality, it highlights a number of common pitfalls that are repeatedly made by those challenging the establishment. If you score too high on this test, you will be labeled a Crackpot.

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Many scientist critical of Special Relativity have challenged Einstein’s theory on the grounds of logical inconsistencies (e.g., challenges to the twin paradox or time dilation). While they offer compelling arguments, they have not found definitive evidence resulting in a crisis that the scientific community must respond to.

My challenge to the validity of Einstein’s equations is based on mathematics, which greatly simplifies my argument. This foundation in mathematics establishes a set of rules that the scientific community already accepts. This approach has the advantage of being readily verifiable by the greater scientific community.

Readers familiar with namespaces and overloaded variables, and their relationship withfunctions, will find the problem accurately addressed in Episode 17 of the Podcast Series – A Look at Einstein’s 1905 Derivation (Video). Simply stated, Einstein mistreats the Tau function as if it were an equation. Readers without this background will find the algebra-based approach given in the Storrs Conference Presentation (Video), easier to follow. Interestingly, Einstein and Lorentz drop a Beta term in each of their respective derivations.  This point is also discussed briefly in Episode 17 of the Podcast series.

Title

A Brute-Force Mathematical Challenge to Special Relativity

Summary

This paper uses real values to illustrate the problem with Einstein’s 1905 derivation of the Xi (or X-axis) transformation equation. It also discusses the root cause of the problem and why it has been an illusive problem to uncover.

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