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Multigroup

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dashboard for mgml on 2-1 and 3-4
- common parameters (global)
  - B_f, σ_f, B_s, λ_s,
- group dependent parameters
  - A_f2-1, φ_2-1, A_f3-4, φ_3-4, A_s2-1, A_s3-4
- on 2-1, mg: [A_f2-1, B_f, φ_2-1, σ_f], ml [A_s2-1, B_s, φ_2-1, λ_s]
- on 3-4, mg: [A_f3-4, B_f, φ_3-4, σ_f], ml: [A_s3-4, B_s, φ_3-4, λ_s]
can be reproduced also as
- common parameters (global)
  - f_f, A_2-1, A_3-4
- non local parameters
  - B_f, σ_f, B_s, λ_s
- local (group dependent) parameters
  - φ_2-1, φ_3-4
- on 2-1, mg: [A_2-1*f_f, B_f, φ_2-1, σ_f], ml [A_2-1*(1-f_f), B_s, φ_2-1, λ_s]
- on 3-4, mg: [A_3-4*f_f, B_f, φ_3-4, σ_f], ml: [A_3-4*(1-f_f), B_s, φ_3-4, λ_s]
enumerate parameters
- p[0] = f_f, p[1] = A_2-1, p[2] = A_3-4, p[3] = B_f, p[4] = B_s, p[5] = φ_2-1, p[6] = φ_3-4, p[7] = σ_f, p[8] = λ_s
- 2-1
  - mg
    - p[9] "=p[0]*p[1]"
    - p[10] "=p[3]
    - p[11] "=p[5]"
    - p[12] "=p[7]"
  - ml
    - p[13] "=(1-p[0])*p[1]"
    - p[10] "=p[3]
    - p[11] "=p[5]"
    - p[12] "=p[8]"
- 3-4
  - mg
    - p[9] "=p[0]*p[2]"
    - p[10] "=p[3]
    - p[11] "=p[6]"
    - p[12] "=p[7]"
  - ml
    - p[13] "=(1-p[0])*p[2]"
    - p[10] "=p[3]
    - p[11] "=p[6]"
    - p[12] "=p[8]"

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Page last modified on November 23, 2021, at 05:57 PM