The Twistor as a Relational Structure: An Ontological Reinterpretation of Penrose's Geometry in the Context of the Indeterminacy Space
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| Natura: | Recurso digital |
| Lingua: | inglese |
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2025
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| _version_ | 1866902137656573952 |
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| author | Paruzel, Katarzyna Anna |
| author_facet | Paruzel, Katarzyna Anna |
| contents | <p>In this paper, I propose an ontological reinterpretation of Roger Penrose’s twistor theory in the context of the indeterminacy space Φ, understood as a pre-physical level of reality. I argue that the classical interpretation of the twistor as a photon’s trajectory is ontologically flawed, as it reduces the structure of potentiality to a description of secondary physical phenomena.<br>Instead, I introduce the twistor as a relational projection of local instability within the Φ field, constituting a structure of geometric readiness for the actualization of reality. The paper develops the concept of the indeterminacy space as a nonlocal carrier of information, in which all possible configurations of reality coexist in a potential state. Intention is described as an operator ˆI acting upon this space, reducing it to specific spacetime manifestations. In this framework, the twistor is neither a physical object nor a mathematical particle state, but a locally activated relational code triggered by fluctuations in the Φ field.<br>The proposed structure Φ → {twistor} → {spacetime} defines a new paradigm for the emergence of geometry from a level of informational potentiality and offers a coherent account of the collapse of reality in a nonlocal framework. This work opens new perspectives for the unification of twistor geometry with information theory, quantum physics, and the ontology of<br>consciousness.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_16944704 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | The Twistor as a Relational Structure: An Ontological Reinterpretation of Penrose's Geometry in the Context of the Indeterminacy Space Paruzel, Katarzyna Anna twistor theory theory of everything indeterminacy space Φ field geometric potentiality collapse quantum ontology Penrose geometry spacetime emergence relational structure nonlocality <p>In this paper, I propose an ontological reinterpretation of Roger Penrose’s twistor theory in the context of the indeterminacy space Φ, understood as a pre-physical level of reality. I argue that the classical interpretation of the twistor as a photon’s trajectory is ontologically flawed, as it reduces the structure of potentiality to a description of secondary physical phenomena.<br>Instead, I introduce the twistor as a relational projection of local instability within the Φ field, constituting a structure of geometric readiness for the actualization of reality. The paper develops the concept of the indeterminacy space as a nonlocal carrier of information, in which all possible configurations of reality coexist in a potential state. Intention is described as an operator ˆI acting upon this space, reducing it to specific spacetime manifestations. In this framework, the twistor is neither a physical object nor a mathematical particle state, but a locally activated relational code triggered by fluctuations in the Φ field.<br>The proposed structure Φ → {twistor} → {spacetime} defines a new paradigm for the emergence of geometry from a level of informational potentiality and offers a coherent account of the collapse of reality in a nonlocal framework. This work opens new perspectives for the unification of twistor geometry with information theory, quantum physics, and the ontology of<br>consciousness.</p> |
| title | The Twistor as a Relational Structure: An Ontological Reinterpretation of Penrose's Geometry in the Context of the Indeterminacy Space |
| topic | twistor theory theory of everything indeterminacy space Φ field geometric potentiality collapse quantum ontology Penrose geometry spacetime emergence relational structure nonlocality |
| url | https://doi.org/10.5281/zenodo.16944704 |