Michael’s Maxim: There Are No True Paradoxes

 Michael’s Maxim: There Are No True Paradoxes

By Michael Haimes

Maxim:

“There are no true paradoxes; every paradox is resolvable through proper analysis.”

Premise 1: Paradoxes arise when logical systems contain unresolved contradictions in time, category, or language.

Premise 2: Classical paradoxes like the Liar’s Paradox, Russell’s Paradox, and the Grandfather Paradox rely on misapplied context or incomplete frameworks.

Premise 3: Through deeper analysis and context reconstruction, all known paradoxes can be resolved or clarified.

Premise 4: Apparent paradoxes are intellectual invitations, not irreconcilable truths.

Premise 5: Belief in paradox as a permanent feature of reality distorts truth and creates false limits.

Conclusion:

There are no true paradoxes. Only unexamined contradictions. Michael’s Maxim is a foundation for philosophical precision, logic restoration, and spiritual coherence.