Every channel is a coordinate.

A communication system commits to eleven independent quantities. Each is bounded by a named theorem. Position predicts what the system can carry, what it can guarantee, what survives a partition, and what it costs in joules per bit delivered.

c = ⟨ C, E, L, B, R, D, O, V, A, N, τ ⟩

The cell coordinate · eleven axes, one tuple

Position predicts behavior.

A periodic structure earns its name when where a thing sits tells you how it behaves. For communication, the dimensions are rate, energy, time, in-flight volume, fidelity, delivery, order, trust, addressing, topology, and lifetime — each a physical quantity bounded by a named theorem.

Read across the coordinate and the system explains itself — what it can carry, what it can guarantee, what it can prove, what it costs per delivered bit in joules. The same map covers TCP, QUIC, WebRTC, MoQT, MLS, SIP, Tor, Kademlia, BGP, Bluetooth LE, LoRa, and a deep-space DTN bundle.

The map is a way of seeing, not a verdict. It classifies what carries, makes the structure of the design space legible, and lets a channel be reasoned about before it is built — the same move the sibling stacks make for computation, synthesis, data, and state.

Eleven axes describe a communication system.

Four are shared with the sibling stacks — E inherits the Landauer floor from compute, R and V are shared with synthesis and data, and τ is shared with data and state. The other seven are communication-specific.

The addressable map.

The product of the axis cardinalities is the discrete coordinate space. Structural constraints prune it to an admissible remainder on which every communication system has a place.

7 · 6 · 7 · 6 · 5 · 7 · 5 · 6 · 6 · 7 · 6 = 466,754,400

Discrete cell count · the addressable map of communication-space

466,754,400

discrete cells

11

orthogonal axes

258

compute primitives below

One method, applied across fields.

The same axes recur. E inherits the Landauer floor from compute. R and V are shared with synthesis and data. τ is shared with data and state. A primitive carries consistent coordinates across all of them.