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      • Calculating eCP and other dependent & independent params
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  • 🌎Peer Value
    • Initial Applications
    • Relationship between Participant, Hubs & Peer Value
    • Peer Value (v) as a directed graph
      • Calculating normalized Participation Score (PS'')
      • Calculating normalized Prestige (P'')
      • Calculating the Contributor Archetype (a)
    • The Peer archetype
      • Formulæ for α & deep-dives
      • Formulæ for β & deep-dives
      • Formulæ for γ & deep-dives
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    • Prestige Playground
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  1. Peer Value
  2. Peer Value (v) as a directed graph

Calculating the Contributor Archetype (a)

a˚\mathring {a}a˚ is calculated as:

a˚=υ(j,H⋅)=∑p=1N(wp×pn)×1N\mathring {a} = \displaystyle \upsilon_{\tiny (j, \tt H \cdot)} = \displaystyle \sum_{p=1}^N (w_p \times p_n) \times \frac 1 Na˚=υ(j,H⋅)​=p=1∑N​(wp​×pn​)×N1​

where:

  • wpw_{p}wp​ is the weight assigned to a parameter p.

  • pnp_{n}pn​ represents each one of the parameters.

  • N is the number of parameters p.

and can be developed and implemented as:

a˚=[(α×wα)+(β×wβ)+(γ×wγ)]×13\mathring {a} = \displaystyle[(\alpha \times w_{\tiny \alpha}) + (\beta \times w_{\tiny \beta}) + (\gamma \times w_{\tiny \gamma})] \times \frac 1 3a˚=[(α×wα​)+(β×wβ​)+(γ×wγ​)]×31​

where α\alphaα, β\betaβ and γ\gammaγ are the different parameters representing these archetypes, and www is their user-assigned individual weight.

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Last updated 2 months ago

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