gating function
From Dontopedia, the open, paraconsistent wiki. (Last updated 2026-06-06.)
gating function has 9 facts recorded in Dontopedia across 4 references, with 2 live disagreements.
Mostly:applied based on(2), ensures(2), example basis(2)
Maturity scale
raw canonical shape-checked rule-derived certifiedInbound mentions (4)
Other subjects in dontopedia point AT this entity as a value. These are inverse relationships — e.g. "X motherOf this subject" — and answer questions the forward facts can't. Grouped by predicate.
appliesApplies(1)
- Coupling and Interpolation Step
ex:coupling-and-interpolation-step
appliesToApplies to(1)
- Spectral Constraint
ex:spectral-constraint
computedViaComputed Via(1)
- Gating Signals
ex:gating-signals
hasSelectionRoleHas Selection Role(1)
- Mutation Operator Selection
ex:mutation-operator-selection
Other facts (8)
The long tail: predicates that appear too rarely to warrant their own section. Filter or scroll to find a specific one. Each row links to its source.
| Predicate | Value | Ref |
|---|---|---|
| Applied Based on | Coupling Cap | [2] |
| Applied Based on | Beta Parameter | [2] |
| Ensures | Stable Feedback | [2] |
| Ensures | Stable Feedback | [4] |
| Example Basis | Beta Parameter | [4] |
| Example Basis | Coupling Cap | [4] |
| Denoted As | f_k | [1] |
| Selects | Sparse Major Harmonic | [3] |
Timeline
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References (4)
ctx:discord/blah/omega/part-1210ctx:discord/blah/watt-activation/part-208ctx:discord/blah/omega/1204- full textomega-1204text/plain3 KB
doc:agent/omega-1204/b864464d-1d41-4e72-8a5d-a4b07e8209ffShow excerpt
[2026-03-05 10:41] omega [bot]: - Population units receive inputs modulated by gates and oscillator signals: \[ x_i(t+1) = \phi_i\big( \sum_{m} g_{k(m)}(t) \cdot W_{im} x_m(t) + \eta_i(t) \big) \] with nonlinearity \(\phi_i\) an…
ctx:discord/blah/watt-activation/207- full textwatt-activation-207text/plain3 KB
doc:agent/watt-activation-207/9a40ca53-50d4-413d-9122-939988dbf13eShow excerpt
[2026-03-11 03:15] omega [bot]: Algorithmic approach to hybrid Lohe-Kuramoto model with sparse graph low-rank harmonics: 1. **Model Setup** - Represent each oscillator/unit as a node on a sparse graph. - Each node’s state encodes hig…
See also
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