Read the equation
Accumulates customer clarity times perceived integration over the contact-to-enrollment period, modulated by the bounded gradient-norm factor and conscious alignment.
Its role in the build
The MADDIE Equation — Client Conversion Formula
Terms & definitions
| Term | Meaning in this source |
|---|---|
| Q | Commission quality, described by the poster as probability of a closed, high-value client. |
| Ψ | Conscious alignment. In this component A is agency (you guide, they decide), X experiential connection, and S substrate (market + message + offer). |
| C(t) | Customer clarity over time. |
| Φ(G(t)) | Perceived integration: proof and differentiation strength. |
| ∇H(t) | Momentum gradient: urgency, alignment, trust. |
How it works
Read Q as the quantity being defined or updated by this relation.
Integrates contributions over the variable and bounds stated in the expression; the measure and domain must come from this source.
Uses a derivative or gradient to describe a rate of change or a direction of variation.
Use this version’s variable definitions and update order. The same symbol may be assigned a different meaning in another build.
Assumptions & limits
The poster calls Q a probability, but the displayed unrestricted time integral and multiplier do not themselves impose a 0–1 range.
No units, measurements, operational definition of G or H, integration data, or fitted model are provided in the image.
The visibly displayed gradient argument is H(t), not a Hamiltonian definition supplied elsewhere.
Original context
Read the surrounding source passage
The MADDIE Equation — Client Conversion Formula: Accumulates customer clarity times perceived integration over the contact-to-enrollment period, modulated by the bounded gradient-norm factor and conscious alignment.
Exact original notation
Q = Ψ · ∫_0^T [ C(t) · Φ(G(t)) · ( ||∇H(t)|| / (1 + ||∇H(t)||) ) ] dt
Related builds
Sources & provenance
Q = Ψ · ∫_0^T [ C(t) · Φ(G(t)) · ( ||∇H(t)|| / (1 + ||∇H(t)||) ) ] dt