Tosho Lazarov Karadzhov

Arithmetic Renormalization Dynamics for the Syracuse Map: Exact Valuation Cylinders, 3-Adic Transport, and Max-Plus Packet Certificates

This preprint develops an arithmetic-renormalization and operator framework for the accelerated Syracuse map. It separates three logically distinct levels of the Collatz problem: exact finite arithmetic, averaged transport, and worst-branch deterministic obstruction. A finite val...

Arithmetic Renormalization Dynamics for the Syracuse Map: Exact Valuation Cylinders, 3-Adic Transport, and Max-Plus Packet Certificates

This Version 2.0 develops an arithmetic-renormalization and operator framework for the accelerated Syracuse map while keeping three logically distinct levels of the Collatz problem separate: exact finite arithmetic, averaged transport, and worst-branch deterministic obstruction....

Arithmetic Renormalization Dynamics for the Syracuse Map: Exact Valuation Cylinders, 3-Adic Transport, and Max-Plus Packet Certificates

This Version 2.0 develops an arithmetic-renormalization and operator framework for the accelerated Syracuse map while keeping three logically distinct levels of the Collatz problem separate: exact finite arithmetic, averaged transport, and worst-branch deterministic obstruction....