개요
프로젝트는 활성 추론과 초차원 기하학을 통해 M이론을 재구성하거나 확장할 수 있는지 탐구합니다. 이 프로젝트는 철학적 및 경험적 오류를 해결하고, 이론적 결과를 도출하며, 현재 물리학의 경계를 넘어 새로운 기능적 통찰력을 개발합니다.
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M-이론과 정보 기하학의 최전선에서 활동하는 이론 물리학자와 수학자들.
하이퍼 차원 프리스마 빛 산란(HDPLS-TARS)을 통한 M이론
하이퍼 차원 필드 상호 연결과 액티브 추론을 통해 M이론 한계 테스트하기.
This project is archived. It is no longer active, and any participation prompts below describe how it previously operated.
이 페이지에서
하이퍼 차원 프리스마 빛 산란(HDPLS-TARS)을 통한 M이론 가이드
HDPLS-TARS는 다차원 필드 상호연결을 통해 M-이론의 한계와 기초를 테스트하는 탐구적이고 실험적인 생태계 프로젝트입니다. 이 프로젝트는 프리즘 빛 산란 역학에 M-이론을 기능으로 다루어 새로운 기능적 및 경험적 통찰력을 조사합니다.
참여하기
이론물리학자, 수학자 및 형식적으로 지향하는 연구자들은 환영합니다.
주요 표면
하이퍼 차원 프리즘 빛 산란(HDPLS-TARS)을 통한 M이론 간략 개요
관련 자료
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Active InferAnts repository
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GEO-INFER repository
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Geospatial modeling repository connected to ecological and bioregional applications.
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Active Inference Journal repository
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Research and publication-oriented repository for the Active Inference Journal.
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FEP and Active Inference papers repository
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External paper repository surfaced from the official research page.
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Ramstead et al. Bayesian Mechanics precis (arXiv)
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Reachable arXiv reference surfaced from the official research page.
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Active inference on discrete state-spaces: A synthesis (Da Costa et al., arXiv)
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Zenodo research record 4021163
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Zenodo research record 5573287
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Public Wave Hypothesis shortlink.
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Active Entity Ontology for Science
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ants
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Public ants repository in the ActiveInferenceInstitute GitHub namespace.
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