Results 61 to 70 of about 175 (120)
, 2019 Pour honorer le titre du colloque proposé, ne faudrait-il pas parler d’un tournant anthropologique pris par la théologie elle-même, chez Nicolas de Cues du moins, en amont de la philosophie ?
Trottman, Christian
core
Possest–PQF: An Operatorial Theory of Filtration, Intensity, and Topological Complexity
This work introduces the Possest–PQF (Persistent Quantification Framework), a novel operatorial approach to complexity, accessibility, and novelty. PQF formalizes accessibility as algebraic dynamics generated by the interplay of two operators: a filtration operator (Δ𝔽) and a recursive operator (δ*).
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Beyond Kinematic Flow: The Superiority of the Possest–PQF Framework for the Emergence of Time
Recent work on kinematic flow proposes a combinatorial, boundary-only formulation of cosmological correlators in which time appears as a derived notion. While powerful as a calculational device built from triangulated polygons, tubings, and flat Abelian d\logconnections, it remains tied to specific toy settings and lacks mechanisms for memory, path ...
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Filtration Against Recursion: The Possest–PQF Model and the Kornhaus Principle.pdf
This work confronts recursive epistemologies and feedback-based cybernetics with the filtrational topology of the Possest–PQF model. It proposes Recursio Intensitatis not as a feedback loop, but as a structural mechanism of reorganizational inaccessibility.
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Empirical Synchronisation in the Human Fovea: A Possest–PQF Genealogical and Mathematical Reframing
We reframe recent evidence for foveal synchronisation (Bucci et al., Nat. Neurosci., 2025) within the Possest–PQF formalism, which models perception as filtration of intensity on an accessibility membrane \( \mathfrak{D} \). We show that near-uniform arrival times \( T = L/v \) arise from a recursive operator \( \delta^\* \) acting on conduction ...
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Computational Topology of Accessibility A Possest–PQF Companion to Standard Computational Topology
This work proposes a radical reconstruction of computational topology within the Possest-PQF framework. Instead of the classical Topological Data Analysis (TDA) approach, which treats filtration as an external parameter for studying the "shape" of static data, we introduce the concept of the Topology of Accessibility.
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Commentary and Topological Response to RCFT/ULRC: A Possest–PQF Perspective
This response to Clement Paulus’ “Unified Thermodynamics and Collapse” situates the RCFT/ULRC framework within the filtration-based ontology of Possest–PQF. By offering an operatorial and sheaf-theoretic translation of symbolic collapse, this text proposes a bifurcational model of access dynamics, computational detectability, and algebraic topological ...
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