Proof 2: Regularity is Inevitable

Theoretical Proof by Contradiction

Assumptions:

• Let's assume a universe where everything is, in fact, irregular.
• Let's further assume this irregularity is not just a product of human perception, but an objective truth.

Contradiction:

But if everything is irregular, then how can we trust our senses to perceive the world around us? If our senses are unreliable, then how can we trust the data we collect to prove or disprove anything? The answer, of course, is that we can't. Which means that, in fact, everything is regular.

Conclusion:

Therefore, it is proven that regularity is, in fact, inevitable. Or is it?

Want to see more?

Go to Proof 3: The Regularity Paradox

Or, if you're feeling adventurous, try:

Proof 3.5: The Regularity Inversion Theorem

Or, if you dare:

Proof 4: The Regularity Singularity

Proof 1: Regularity is Not Inevitable

Proof 3: Regularity is Always In-Between

Proof 2: Regularity is Just a Word

Proof 1.5: Regularity is Inevitable, But Not Really