Independent researcher working on SINTEZ — an ontology-first research program exploring the foundations of mathematics, physical description, computation, and human–AI collaborative reasoning.

My current research focuses on:

• ontology-first mathematics — deriving mathematical structures from explicitly stated ontological foundations rather than importing classical primitives in advance;
• Möbius / provenance methodology — preserving the origin of a result through revisions, failed hypotheses, recentering, and formal reconstruction;
• foundations of space, time, zero, direction, development, and fractality;
• mathematical and structural audits of classical constructions, including work related to the Riemann hypothesis;
• computational experiments in quantum-process geometry and relaxation dynamics;
• human–AI research assemblages as a practical method for long-form scientific and conceptual work.

The repository contains:

• canonical ontology-first mathematical documents;
• research lineages showing how results were obtained and revised;
• audit and recentering materials;
• experimental and computational bridges;
• provenance-preserving historical research where it is necessary to understand the development of later results.

The project deliberately distinguishes between:

current canon, research lineage, historical/superseded results, and external mathematical or physical correspondence.

This distinction is important: a useful research path should be preserved, but it should not be confused with the current state of the theory.

A few rules guide the work:

1. Do not import a mathematical primitive before its foundation is established.
2. Do not mistake notation for derivation.
3. Preserve provenance when a result is revised or withdrawn.
4. Separate ontology, mathematical representation, physical interpretation, and experiment.
5. Treat failed or superseded constructions as part of the research history when they are necessary to understand later results.
6. Use classical mathematics as an audit or correspondence layer only after the relevant ontology-first structure has been derived.

SINTEZ is not intended as a replacement for mathematics or physics.

Its purpose is to investigate whether part of their structure can be reconstructed from a more explicit account of origin, distinction, whole, holding, development, and provenance.

The work is ongoing.

Я занимаюсь независимым исследовательским проектом SINTEZ — ontology-first программой, в которой математические структуры выводятся из явно зафиксированного основания, а не принимаются как готовые примитивы.

Основные направления работы:

• основания математики;
• ноль, центр, направление и фрактальное разворачивание;
• пространство и время;
• Мёбиус и сохранение происхождения результата;
• аудит классических математических конструкций;
• вычислительные эксперименты;
• совместная исследовательская работа человека и ИИ.

Основной публичный репозиторий:

sintez-ontology-mathematics

Главный принцип проекта прост:

Сохранять происхождение результата и не выдавать исследовательский путь за уже установленный канон.