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howtos:toolcoding:using_a_relative_propensity [2010/11/12 21:10]
shona.weldon
howtos:toolcoding:using_a_relative_propensity [2010/11/25 13:19]
shona.weldon
Line 19: Line 19:
  
     !Equation A:     !Equation A:
-    local peoplePerHouseholdEst[uss,usdt,th] = households[uss,​usdt,​th] * peoplePerHousehold[usdt]+    local populationEst[uss,th] = sum (households[uss,​usdt,​th] * relPopPersPerHH[usdt]; dim=usdt)
     !Equation B:     !Equation B:
-    peoplePerHousehold[uss,​usdt,​th] = population[uss,​th] / peoplePerHouseholdEst[uss,usdt,th] * relPopPersPerHH[usdt+    peoplePerHousehold[uss,​usdt,​th] = (population[uss,​th] / populationEst[uss,th]* relPopPersPerHH[usdt]
- +
-===== Check your above equation through symbol substitution algebra ===== +
-You know your identity : +
-    population[uss,​th] = households[uss,​usdt,​th] * peoplePerHousehold[uss,​usdt,​th] +
-substituting from your final math Equation B for personPerHousehold:​ +
-    population[uss,​th] = households[uss,​usdt,​th] * population[uss,​th] / peoplePerHouseholdEst[uss,​usdt,​th] * relPopPersPerHH[usdt] +
-reordering:​ +
-    population[uss,​th] = households[uss,​usdt,​th] * relPopPersPerHH[usdt] * population[uss,​th] / peoplePerHouseholdEst[uss,​usdt,​th] +
-Then notice the substitution can be done for Equation A from the final math above: +
-    population[uss,​th] = peoplePerHouseholdEst[uss,​usdt,​th] * population[uss,​th] / peoplePerHouseholdEst[uss,​usdt,​th] +
-And the estimates cancel so you have an identity and you are comfortable your math worked +
-    population[uss,​th] = population[uss,​th+
  
  
howtos/toolcoding/using_a_relative_propensity.txt · Last modified: 2010/11/25 13:20 by shona.weldon