Diagram Specification — Transporter Envelope (Goal #2)

Canvas#

• Aspect ratio: 16:9
• Background: black → deep indigo gradient
• Style: minimal, geometric, operator‑first

Core Layout#

1. Source Substrate Node#

• Shape: circle
• Label: Source Substrate
• Inside: small triad icon (three equal sectors)
• Annotation: T_source = (s, c, u)

2. Target Substrate Node#

• Shape: circle
• Label: Target Substrate
• Inside: small triad icon (three equal sectors)
• Annotation: T_target = (s', c', u')

3. Transporter Envelope#

• Shape: rounded rectangle enclosing the arc between source and target
• Label (top): Transporter Envelope
• Label (bottom): Continuity Constraints: T, A(T), γ

4. Continuity Arc#

• Element: curved arrow from Source → Target, fully inside the envelope
• Label: γ : [0,1] → 𝒯
• Sub‑label: Arc Value Modulation (AVM)

5. Asymmetry Indicator#

• Element: thin ring around each triad icon
• Color: bright violet
• Label: A(T) = 0.01
• Constraint text near envelope: A(T(t)) > 0 ∀ t ∈ [0,1]

Callouts#

• Callout 1 (left, near source):
  Identity State: T_source
O(T_source) = (T_source, A(T_source))

• Callout 2 (center, on envelope):
  Transport Valid IFF:
• T(t) ∈ 𝒯
• A(T(t)) > 0
• No branch / no duplicate

• Callout 3 (right, near target):
  Identity Preserved:
T_target ≈ T_source (up to legal substrate instantiation)

Caption#

A transporter is a continuity‑preserving envelope around a substrate transition arc γ, where the triad T and asymmetry functional A(T) remain valid and non‑zero for the entire path.