Author
Pasquale Camelia
Recent research
- Physics & SpaceOpen access
This work studies a finite-potential, finite-thickness electron double slit entirely within the time-dependent Schrödinger equation. Three main findings survive numerical and adversarial checks. First, a sharp real-space partition between material and aperture contributions is no...
- Physics & SpaceOpen access
This work studies a finite-potential, finite-thickness electron double slit entirely within the time-dependent Schrödinger equation. Three main findings survive numerical and adversarial checks. First, a sharp real-space partition between material and aperture contributions is no...
- Physics & SpaceOpen access
We develop a precise and falsifiable two-route formulation in which the same real hyperbolic source, r ∈ R, is accessed through two physically distinct encodings and mapped into the same projective geometry. The two access laws are δ_A(r) = −2 gd(r) and δ_B(r) = −gd(2r), where gd...
- Physics & SpaceOpen access
We develop a precise and falsifiable two-route formulation in which the same real hyperbolic source, r ∈ R, is accessed through two physically distinct encodings and mapped into the same projective geometry. The two access laws are δ_A(r) = −2 gd(r) and δ_B(r) = −gd(2r), where gd...
- Physics & SpaceOpen access
A conserved whole is taken as primitive and is represented by a conservative dynamics subject to finite non-injective access. The resulting observable/unread decomposition yields an exact memory kernel and self-energy, an exchange law between readable and unread sectors, and a dy...
- Physics & SpaceOpen access
This paper develops the matter sector of the Quantum Gauge Theory of Time (QGT) by distinguishing the successive conditions required for a mode of the retained dynamics to become physically readable matter. Starting from a finite non-invertible access, exact elimination of the re...
- Materials & EnergyOpen access
This paper develops a controlled mathematical interface between two independently defined Fibonacci constructions: Ali Alhawarat’s reflection-parity geometry, in which opposite directional components carry equal Fibonacci magnitude and opposite sign, and Pasquale Camelia’s Fibona...
- Materials & EnergyOpen access
This paper develops a controlled mathematical interface between two independently defined Fibonacci constructions: Ali Alhawarat’s reflection-parity geometry, in which opposite directional components carry equal Fibonacci magnitude and opposite sign, and Pasquale Camelia’s Fibona...
- Physics & SpaceOpen access
This paper develops the field-response sector of the Quantum Gauge Theory of Time (QGT) from a conserved dynamics observed through a finite-rank, non-invertible access. The exact accessible/retained split produces a retarded self-energy and memory kernel, while the Majorana formu...
- Physics & SpaceOpen access
The Minimal Dynamical Form of the Quantum Gauge Theory of Time
Companion technical paper of the Quantum Gauge Theory of Time (QGT). Starting from a single global physical generator and a finite non-invertible access to a conserved whole, this work derives the exact retained-sector reduction of the dynamics. The unread sector produces a retar...
- Engineering & TechnologyOpen access
Constrained Form: A Rank Theory of Architectural Selection — Theoretical Core
This deposit contains the compact theoretical presentation of a rank theory of architectural form. The central claim is that architectural form can emerge as the global state of a locally regulated constructive process. The process is modelled through five operative components —...
- AI & ComputingOpen access
Finite-Rank Projective Observability — A Physicists' Reading
Physicists' reading of Finite-Rank Projective Observability. Derives the fine-structure constant α as a spectral invariant of a rank-five projective sector and treats the Weinberg angle as a deficient geometric parameter of the readout, not as a free input.