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Relational Phase Processing

A new identity-dominant computational architecture for continuity-critical systems.

Software Hardware

Identity That Moves Itself

Zero-Swap Identity Tracking Architecture
When tracked entities cross, conventional systems fail. Kalman filters hallucinate certainty. Assignment solvers swap identities silently. RPP inverts the problem: identity transports itself; observations only correct it. Repeated statistical calculations create frame lag; relational referencing eliminates it. The result is unbroken custody through occlusions, sensor denial, and adversarial geometry—validated across eight domains.
Two-stage dominance:
IDENTITY TRANSPORT → OBSERVATION CORRECTION (non-commutative, irreversible)
Explicit refusal:
Strict refusal under ambiguity—no ghost tracks, no false assignments.
GPS-denial resilient:
Operates entirely in relational phase space without external reference.
Intellectual Property:
Patent pending (U.S. Application No. 19/415,882)

Geometry in Silicon

Deterministic, Certifiable, Parallel
RPP hardware exploits representation and dataflow before inventing arithmetic—treating identity as a first-class primitive. Angular-native ingest. Tensor register architecture. Identity transport that executes upstream of all observation logic. The result: deterministic execution with enumerated failure modes—no training data, no emergent behavior. Certification paths unavailable to ML-based systems.
STAGE 1
Angular Observation Interface + Tensor Scratchpad
STAGE 1.5
FPGA Validation
STAGE 2
Relational Arithmetic Units
STAGE 3
Relational Memory (structural identity at scale)

Mission Critical Domains

Defense & Tracking

Hypersonic intercept, swarm deception, and navigation in GPS-denied environments.

Autonomous Vehicles

Rigorous pedestrian persistence through extreme occlusion and urban clutter.

Virtual Reality

Maintaining avatar coherence and pose integrity at 90Hz+ under continuous rotation.

Distributed AI Systems

Reliable identity continuity for complex, multi-agent autonomous architectures.

RPP is grounded in angular/relational geometry—phase space that respects topology, curvature, and the physical limits of identity continuity. No Kalman. No particle filters. No probability propagation.

Read the Whitepaper: Technology Overview

Albert Peter Pacelli, J.D.

Principal Investigator, Pacelli Research Group. 50 years in law and independent research. Author of "Being and Intelligibility" (Wipf & Stock 2017). Developer of Unified Angular Mathematics and the RPP architecture.

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