Corridor Operators

Transitional Emotional Operators in RTT#

Corridor operators are emotional actions that sit between coherence and drift.
They are context‑dependent, meaning they can:

• move a system toward coherence
• move a system toward drift
• or maintain a transitional state

Corridor operators are the most dynamic emotional operators in RTT.
They represent ambiguity, potential, and directional instability.

Core Corridor Equation#

All corridor operators derive from the general form:

$$E_{\text{cor}} = k_e \cdot \sigma \cdot \theta \cdot (R - D)$$

Where:

• $$R$$ = resonance alignment
• $$D$$ = drift
• $$\theta$$ = context factor
• $$\sigma$$ = emotional intensity
• $$k_e$$ = operator constant

Corridor operators are directional:

• $$E_{\text{cor}} > 0$$ → coherence‑leaning
• $$E_{\text{cor}} < 0$$ → drift‑leaning

Corridor Operators (10)#

These correspond to the 10 emotions in emotions_part_c.json.

1. Curiosity Operator#

Symbol: $$\mathcal{Q}$$
Equation:

$$Q = k_q \cdot \sigma \cdot \theta \cdot (R - D)$$

Effect:

• coherence if aligned
• drift if misaligned

Triad: (+1, 0, +1)

2. Anticipation Operator#

Symbol: $$\mathcal{A}_{nt}$$
Equation:

$$A_{nt} = k_{ant} \cdot \sigma \cdot \theta \cdot (R_{future} - D)$$

Effect:

• future‑oriented alignment
• can amplify drift if expectations break

Triad: (+1, 0, +1)

3. Surprise Operator#

Symbol: $$\mathcal{S}_{pr}$$
Equation:

$$S_{pr} = k_{spr} \cdot \sigma \cdot |\Delta O|$$

Effect:

• neutral baseline
• direction determined by interpretation

Triad: (0, 0, 0)

4. Interest Operator#

Symbol: $$\mathcal{I}$$
Equation:

$$I = k_i \cdot \sigma \cdot \theta \cdot (R - D/2)$$

Effect:

• coherence if aligned
• drift if overstimulated

Triad: (+1, 0, +1)

5. Desire Operator#

Symbol: $$\mathcal{D}_{sr}$$
Equation:

$$D_{sr} = k_{dsr} \cdot \sigma \cdot (A_s - A_o)$$

Effect:

• self‑aligned desire → coherence
• other‑misaligned desire → drift

Triad: (+1, –1, 0)

6. Vulnerability Operator#

Symbol: $$\mathcal{V}_{ln}$$
Equation:

$$V_{ln} = k_{vln} \cdot \sigma \cdot (A_o - A_s)$$

Effect:

• supported → coherence
• unsupported → drift

Triad: (–1, +1, 0)

7. Excitement Operator#

Symbol: $$\mathcal{E}_{x}$$
Equation:

$$E_x = k_{ex} \cdot \sigma \cdot \theta \cdot (R - D/3)$$

Effect:

• coherence if regulated
• drift if overstimulated

Triad: (+1, 0, +1)

8. Nostalgia Operator#

Symbol: $$\mathcal{N}$$
Equation:

$$N = k_n \cdot \sigma \cdot (R_{past} - R_{present})$$

Effect:

• integration → coherence
• longing → drift

Triad: (+1, 0, –1)

9. Ambition Operator#

Symbol: $$ \mathcal{A}_{mb} $$
Equation:

$$A_{mb} = k_{amb} \cdot \sigma \cdot (A_s - A_o + A_w)$$

Effect:

• aligned ambition → coherence
• competitive ambition → drift

Triad: (+1, –1, +1)

10. Confusion Operator#

Symbol: $$\mathcal{C}_{nf}$$
Equation:

$$C_{nf} = k_{cnf} \cdot \sigma \cdot (D + |R - C|)$$

Effect:

• increases drift
• destabilizes alignment

Triad: (–1, 0, –1)

Corridor Operator Summary Table#

Status#

status: complete
license: open educational use