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| Format: | Recurso digital |
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Zenodo
2025
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| Online Access: | https://doi.org/10.5281/zenodo.17046895 |
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Table of Contents:
- <p>This paper extends Future Convergence Theory (FCT) to cosmology by introducing a future-dependent master formula, double fixed point theory (two-point boundary constraints in time), and tri-temporal simultaneity (simultaneous reference to past–present–future). On a mathematical base of an information field \Phi, we define dynamics constrained by both the “trace of the past” and a “fixed point of the future.” Within this framework, dark matter is reinterpreted as a non-optically manifest term that guarantees future structural stability; black holes serve as nodes ensuring unitarity at the future fixed point; and the cosmological constant represents convergence toward a semantic equilibrium. We propose an extension of the Friedmann equation with a controlled future-dependent term, discuss well-posedness (stability conditions such as \beta<1 and bounded kernels), and present testable implications for galactic rotation, black-hole information preservation, and late-time acceleration. Intuitively, the night sky’s darkness is not “nothingness,” but a projection of the unmanifested information field needed for the universe’s self-stabilization. The universe, therefore, maintains its form by future-causal semantic convergence, rather than by chance alone.</p> <p>Full text available on Arweave:<br>https://arweave.net/wwan7YWDfkOBamP3FjCBQezvHxeAadHN4Yp6QciDqnE</p> <p> </p>