Part I
Published
18 min read
This part establishes the two foundational postulates of the theory — the same postulates Einstein adopted in 1905, but interpreted with greater precision. The conclusions that follow from this interpretation diverge from Special Relativity at a fundamental level.
Prerequisites:
Basic algebra, familiarity with the concept of inertial reference frames
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Part II
Published
22 min read
This part derives a new account of simultaneity — the question of whether two events happen "at the same time" — from the postulates alone, without requiring that moving objects physically shrink. The mathematics is developed step by step.
Prerequisites:
Part I, basic calculus, Lorentz transformation (familiarity sufficient)
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Part III
Under Review
18 min read
As objects approach the speed of light, Special Relativity predicts their momentum increases without bound. This part reworks that prediction under the revised framework and compares the results against collider data.
Prerequisites:
Parts I and II, classical mechanics, basic particle physics
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Part IV
Revised
27 min read
E = mc² is perhaps the most famous equation in physics. This part proposes a correction to it — a small additional term that becomes significant only at extreme energies — and examines what this would mean for high-precision measurements.
Prerequisites:
Parts I, II, and III, special relativity energy-momentum relation
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