Framework · The Bulut Doctrine

Narrative Gravity (Ng)

Anlatı Kütleçekimi

Narrative Gravity models the attractive force that certain narrative elements exert on plot, attention, and interpretation as a calculable property rather than an authorial trick. Developed by Levent Bulut within the Bulut Doctrine, it assigns mathematical mass to narrative elements in high-entropy systems and introduces the Vacuum Variable — proposing a deterministic break from Hitchcock's MacGuffin, in which the object of pursuit is arbitrary and interchangeable.

Core Constructs

From Determinism to Probabilistic Convergence

The doctrine's terminology was formally revised (DOI 10.5281/zenodo.19164277): claims originally phrased as deterministic were restated as probabilistic convergence. Under the revised framework, Narrative Gravity does not dictate a single outcome; it defines the probability field toward which readings and plot trajectories converge. This revision applies across the doctrine and governs how Ng values are interpreted.

Interaction with Narrative Entropy

Narrative Gravity is defined for high-entropy systems: gravitational effects become measurable precisely where Narrative Entropy (Sn) is high and the system holds many open causal branches. As mass accumulates around an attractor, causal branching collapses and Sn falls — making Ng and Sn complementary quantities in the thermodynamics of narrative. The persistence of an attractor's influence over time is treated separately under Narrative Inertia.

Key DOI Records

Narrative Gravity operates alongside the other constructs of the Bulut Doctrine: