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A Great Quiet
James Darkin
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Network Profile
Influence Score
6.35%
of network
(2.777806)
Direct Connections
5
Node & Network Strength Details
How is this calculated? The math continuously tracks how strongly this post is connected to the rest of the website.
Every tag forms a network link. The pie charts below show each connected post's base strength (PV) and influence (IV) as a share of this post's direct neighbourhood.
// 1. Base variables (minimum value of 1 to prevent zero-multiplication issues)
Outbound ($in) = max(1, 2) =
2
Inbound ($out) = max(1, 3) =
3
// 2. Node Base Values
Base Strength (PV) = $in × $out = 2 × 3 =
6
Base Influence (IV) = $in ÷ $out = 2 ÷ 3 =
0.6667
// 3. Network Exponential Values (accumulating 6 direct neighbours)
Network Strength (CV) = Node PV × (Π Neighbour PVs) =
14.4K
Network Influence (TV) = Node IV × (Π Neighbour IVs) =
2.777806
Outbound
2
Tags on post
Inbound
3
Posts tagging this
Base Node Strength
6
Base Node Influence
0.6667
Connected Nodes
6
Strength Share (vs Direct Neighbours)
- This Post (11.76%)
- A Great Quiet (58.82%)
- GIGONOMETRY (9.80%)
- Aran Cardiff (7.84%)
- Eoghan McDermott show (7.84%)
- Will O'Donnell (1.96%)
- Will O’Donnell (1.96%)
Influence Share (vs Direct Neighbours)
- This Post (6.35%)
- GIGONOMETRY (47.62%)
- Aran Cardiff (9.52%)
- Eoghan McDermott show (9.52%)
- Will O'Donnell (9.52%)
- Will O’Donnell (9.52%)
- A Great Quiet (7.94%)
Connected Network (How neighbours affect this node)
Top Network Boosters (Highest Multipliers)
Weakest Connections (Lowest Multipliers)
Connection Health Audit (Red = broken 1-way link)
Last calculated math cycle: May 5, 3:18 AM
Analyzing Network Connections...
👁️ 20 Views