Event Theory: Time and Elementary Events

[List]

Event Theory is a framework for describing how time progresses through elementary events.

The main ideas of the theory are developed in the following papers.

• Deriving the Born Rule from the Many-Worlds Interpretation and Probability Theory [2012/9/26]
• Deriving the Two-Valuedness and Angular Momentum of Spin-1/2 from Rotation of a 3-Sphere [2013/5/19]
• A New Proof that 1 + 2 + 3 + ··· = −1/12 Using Zeta Regularization [2014/3/30]

The following articles provide background material for the papers above.

• Why Is the Square of the Imaginary Unit i Equal to −1? [2014/6/29]
• Why Doesn't the Zeta-Regularized Sum of Natural Numbers Diverge to Infinity? [2014/2/8]
• Cantor's Diagonal Argument, Actual Infinity, and Potential Infinity [2015/6/26]

The original idea was introduced in the following paper.

• Quantum Probability from a Geometrical Interpretation of the Wave Function [1999/11/21]

• Zeta Functions and Bernoulli Numbers: Infinite Sums and Regularization (2015/4/25)
• The Born Rule in Quantum Mechanics: Can It Be Derived? (2014/12/23)
• The Mystery of Existence: Is the Universe a Mathematical Fact? (2014/10/4)

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