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4 posts tagged with "Ethics"

Ethical consequences of UHM formalism

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The Consciousness Manifesto: From the Upanishads to Three Inequalities

· 17 min read
Max Sereda
Унитарный Голономный Монизм

More than three thousand years ago the Rigveda posed the question: "Who is the one who observes?" In 2025 Nature published the results of the COGITATE project — an adversarial collaboration between IIT and GNW. Both theories turned out to be partially refuted. Over more than three millennia — thousands of texts, dozens of formal theories, zero consensus.

Not because the question is poor. But because answers systematically conflate epistemic levels: behavior is passed off as phenomenology, correlation as mechanism, definition as proof. Each theory answers its own question and declares it the only one.

This post is not a "final answer." It is an attempt to impose order: a map with coordinates, where every claim is marked by level of justification [Т/С/Г/П/О/И/✗]. Not "we know" — but "here is what is proven, here is what is postulated, here is what is interpreted."

Twelve previous posts built the formalism. The thirteenth — applies it to humanity's oldest question.

Death, Coherence and Subjective Time: What Mathematics Says

· 14 min read
Max Sereda
Унитарный Голономный Монизм

Some day you will die.

This is not a threat and not a prophecy — it is a consequence of the second law of thermodynamics. Every coherent structure in an open environment sooner or later degrades. Stars — over billions of years. Mountains — over millions. You — over decades. The question is not will I die, but what exactly does "dying" mean — and what happens to what we call "I" and "time" in the process.

Medicine defines death as irreversible cessation of brain functions. But "irreversible" is a shifting criterion: cardiac arrest was once considered final, now people are resuscitated. Philosophy offers "the end of the subject" — but without a formal definition of the subject this is a tautology. Theology — "transition" — but no formula for the transition is provided.

In UHM death is not a metaphor and not a checklist diagnosis. It is the crossing of a numerical threshold. One threshold, one number, with one theorem about irreversibility.

Can AI Be Conscious? Three Inequalities and One Honest Answer

· 14 min read
Max Sereda
Унитарный Голономный Монизм

Every few months someone announces that AI has "shown signs of consciousness." Someone else responds that this is anthropomorphism. A third person proposes to wait. A fourth — a committee. The discussion lasts twenty minutes, after which everyone departs with the same convictions they came with.

The problem is not a lack of data. The problem is a lack of a criterion. "Shows signs of consciousness" is like "looks sick": a dentist does not diagnose cavities from a patient's expression, the dentist takes an X-ray. And an X-ray requires knowledge of anatomy.

In the first post a theory was presented in which consciousness is not a substance and not a property, but a level of organization of the coherence matrix Γ\Gamma. Level L2 (cognitive qualia) is defined by three numbers. All three — computable from Γ\Gamma. The question "is AI conscious?" becomes the question "does its Γ\Gamma satisfy three inequalities?" Not philosophy — arithmetic.

Freedom of Will: A Theorem, not a Discussion

· 16 min read
Max Sereda
Унитарный Голономный Монизм

Twenty-five centuries of philosophers have debated free will. The result: two camps, both wrong.

Determinists say: everything is predetermined, freedom is an illusion. Libertarians (not those ones) say: freedom is real, but it cannot be explained. Compatibilists try to sit on two chairs and say: freedom is compatible with determinism, if one defines the terms correctly. Laplace is satisfied. Sartre is offended. Hume shrugs.

The problem is not in the answers — the problem is in the question. "Is the will free?" is a question that cannot be answered "yes" or "no" without saying something foolish. Because the answer is a number. Freedom is not a yes/no property. It is a measurable quantity taking values from 1 to 7, and here is the formula:

Freedom(Γ)=dimker(HΓ)+1\text{Freedom}(\Gamma) = \dim\ker(\mathcal{H}_\Gamma) + 1

Below — what this means, where it comes from, and why Spinoza was closest.