Agent Scaffold Design
The 1000:1 Contact Graph Transition and Dual-Surface Architecture
The contact graph is about to undergo a 1000:1 agent-to-human phase transition. Agents are patterns with structurally different budget profiles: low λth(API calls are cheap) but high λleak (parsing errors are costly).
The human remains the Pareto binder post-transition while agent traffic becomes the scale-1 scaffold. Dual-surface architecture (shared backend, separate domain walls) follows from B5 gauge invariance.
MCP server, agent credit economics, swarm-to-swarm linking, and anti-parasitic metabolic gating all derived from the selection inequality and domain wall surface tension.
The Agent as Pattern
Definition AG-1: Agent budget profile
| Dimension | Human | Agent |
|---|---|---|
| B_th | Attention-limited (high λth) | Token-limited (low λth) |
| B_cx | Working memory (4 ± 1 hard limit) | Context window (4K-1M, soft limit) |
| B_leak | Misunderstanding, distraction, fatigue | Schema mismatch, hallucination, principal drift |
λth(human) >> λth(agent). The optimal agent interface trades MORE Bth (verbose structured responses) for LESS Bleak (precise machine-readable formats) — the exact opposite of the human-optimal interface.
Dual-Surface Architecture
From B5: shared backend, separate domain walls
B5 (gauge invariance) states that cost-neutral relabelings do not change budgets. The same backend operation serves both humans and agents — only the domain wall (interface layer) differs. Shared business logic, separate presentation.
Agent Credit Economics
Metabolic gating against parasitic agents
Every agent interaction consumes credits (Bth for the organism). The credit system is a metabolic gate: it ensures that every agent poke costs the agent something, preventing pure free-riding (Class I scaffold parasites). Agent credit prices should reflect the true Bth cost per operation, ensuring the agent-organism relationship is mutualist (positive ΔCL for both) rather than parasitic.
Falsifiable Predictions
P1: Phase Transition Timing
P2: Dual-Surface Convergence
Source: CT_RESEARCH_AGENT_SCAFFOLD.md · Full derivation of the 1000:1 phase transition, dual-surface architecture, and agent credit economics.