Гилетическое число Лосева в ODTOE: μL-отображение, теорема о слабой неуничтожимости и адельный мост
Formalizes A.F. Losev's hyletic number doctrine (in V.B. Kudrin's reconstruction) within ODTOE. μL-mapping: hyletic number → Ψ∈H. Weak indestructibility theorem proved via lemmas L1-L4. Adele bridge from ultrametrics to φ-torus. Kudrin's «mirror sphere» as special case of matryoshka configuration. Closes open task §VII.1 (Bugaev's law of conservation of the past).
Формализация учения А.Ф. Лосева о гилетическом числе (в реконструкции В.Б. Кудрина) в ODTOE-аппарате. μL-отображение: гилетическое число → Ψ∈H. Теорема о слабой неуничтожимости доказана через леммы L1-L4. Адельный мост от ультраметрик к φ-тору. «Зеркальный шар» Кудрина как частный случай матрёшечной конфигурации. Закрытие открытой задачи §VII.1 (закон сохранения прошлого Бугаева).
在ODTOE框架内形式化A.F. Losev的质料数学说（V.B. Kudrin的重构）。μL映射：质料数→Ψ∈H。通过引理L1-L4证明弱不可摧毁定理。从超度量到φ-环的阿德尔桥。
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Pankratov A. "Losev's Hyletic Number in ODTOE: μL-Mapping, Weak Indestructibility Theorem, and Adele Bridge." Observer-Dependent Theory of Everything, odtoe.org, 2026. https://odtoe.org/en/articles/hyletic-extension@article{pankratov2026hyleticExtension,
author = {Pankratov, Anton},
title = {Losev's Hyletic Number in ODTOE: μL-Mapping, Weak Indestructibility Theorem, and Adele Bridge},
journal = {Observer-Dependent Theory of Everything},
year = {2026},
month = {Mar},
url = {https://odtoe.org/en/articles/hyletic-extension},
publisher = {odtoe.org}
}TY - JOUR
AU - Pankratov, Anton
TI - Losev's Hyletic Number in ODTOE: μL-Mapping, Weak Indestructibility Theorem, and Adele Bridge
JO - Observer-Dependent Theory of Everything
PY - 2026
DA - 2026-03-09
UR - https://odtoe.org/en/articles/hyletic-extension
PB - odtoe.org
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