Dear collegues,
I'm currently working on a database from a consumers survey. In this survey, we asked individuals to rank their top three preferred labelling schemes out of nine alternatives.
Now I would like to set up a ranked ordered model that allows me to explain the preferences of our individuals with regard to several variables (gender, age, income ....)
My database is organised as follow :
Some explanations :
I wanted to know if you think the model I use is the most relevant? Or would another model allow me to obtain more interesting results?
I hope that my explanations are clear enough, I remain available to bring you additional information if necessary !
Best regards,
DEWALS Jean-François
I'm currently working on a database from a consumers survey. In this survey, we asked individuals to rank their top three preferred labelling schemes out of nine alternatives.
Now I would like to set up a ranked ordered model that allows me to explain the preferences of our individuals with regard to several variables (gender, age, income ....)
My database is organised as follow :
Code:
* Example generated by -dataex-. For more info, type help dataex clear input byte ID str6 Label_name byte(pref male deplittoral) double univ 1 "local" 3 0 0 1.304165 1 "france" 0 0 0 1.304165 1 "equi" 0 0 0 1.304165 1 "euro" 0 0 0 1.304165 1 "envi" 0 0 0 1.304165 1 "qual" 2 0 0 1.304165 1 "sante" 1 0 0 1.304165 1 "nutri" 0 0 0 1.304165 1 "anx" 0 0 0 1.304165 2 "local" 3 0 0 1.029258 2 "france" 0 0 0 1.029258 2 "equi" 0 0 0 1.029258 2 "euro" 0 0 0 1.029258 2 "envi" 2 0 0 1.029258 2 "qual" 0 0 0 1.029258 2 "sante" 1 0 0 1.029258 2 "nutri" 0 0 0 1.029258 2 "anx" 0 0 0 1.029258 3 "local" 2 0 1 -1.549724 3 "france" 1 0 1 -1.549724 3 "equi" 0 0 1 -1.549724 3 "euro" 0 0 1 -1.549724 3 "envi" 0 0 1 -1.549724 3 "qual" 3 0 1 -1.549724 3 "sante" 0 0 1 -1.549724 3 "nutri" 0 0 1 -1.549724 3 "anx" 0 0 1 -1.549724 4 "local" 0 0 0 .9819833 4 "france" 2 0 0 .9819833 4 "equi" 0 0 0 .9819833 4 "euro" 0 0 0 .9819833 4 "envi" 3 0 0 .9819833 4 "qual" 0 0 0 .9819833 4 "sante" 0 0 0 .9819833 4 "nutri" 0 0 0 .9819833 4 "anx" 1 0 0 .9819833 5 "local" 0 0 1 .7331646 5 "france" 0 0 1 .7331646 5 "equi" 0 0 1 .7331646 5 "euro" 0 0 1 .7331646 5 "envi" 0 0 1 .7331646 5 "qual" 0 0 1 .7331646 5 "sante" 3 0 1 .7331646 5 "nutri" 2 0 1 .7331646 5 "anx" 1 0 1 .7331646 6 "local" 0 1 0 .7931689 6 "france" 0 1 0 .7931689 6 "equi" 3 1 0 .7931689 6 "euro" 0 1 0 .7931689 6 "envi" 1 1 0 .7931689 6 "qual" 0 1 0 .7931689 6 "sante" 0 1 0 .7931689 6 "nutri" 0 1 0 .7931689 6 "anx" 2 1 0 .7931689 7 "local" 3 0 1 .7203799 7 "france" 0 0 1 .7203799 7 "equi" 2 0 1 .7203799 7 "euro" 0 0 1 .7203799 7 "envi" 0 0 1 .7203799 7 "qual" 0 0 1 .7203799 7 "sante" 0 0 1 .7203799 7 "nutri" 0 0 1 .7203799 7 "anx" 1 0 1 .7203799 8 "local" 0 0 0 -.5312917 8 "france" 1 0 0 -.5312917 8 "equi" 0 0 0 -.5312917 8 "euro" 0 0 0 -.5312917 8 "envi" 2 0 0 -.5312917 8 "qual" 0 0 0 -.5312917 8 "sante" 0 0 0 -.5312917 8 "nutri" 0 0 0 -.5312917 8 "anx" 3 0 0 -.5312917 9 "local" 0 1 1 -.3313667 9 "france" 0 1 1 -.3313667 9 "equi" 0 1 1 -.3313667 9 "euro" 2 1 1 -.3313667 9 "envi" 3 1 1 -.3313667 9 "qual" 1 1 1 -.3313667 9 "sante" 0 1 1 -.3313667 9 "nutri" 0 1 1 -.3313667 9 "anx" 0 1 1 -.3313667 10 "local" 0 0 0 1.206946 10 "france" 0 0 0 1.206946 10 "equi" 0 0 0 1.206946 10 "euro" 0 0 0 1.206946 10 "envi" 2 0 0 1.206946 10 "qual" 0 0 0 1.206946 10 "sante" 3 0 0 1.206946 10 "nutri" 0 0 0 1.206946 10 "anx" 1 0 0 1.206946 11 "local" 0 1 0 -.3468108 11 "france" 0 1 0 -.3468108 11 "equi" 0 1 0 -.3468108 11 "euro" 0 1 0 -.3468108 11 "envi" 1 1 0 -.3468108 11 "qual" 0 1 0 -.3468108 11 "sante" 2 1 0 -.3468108 11 "nutri" 0 1 0 -.3468108 11 "anx" 3 1 0 -.3468108 end
- The first column "ID" represents each indivdiuals (here, we have the ranking of 11 individuals)
- The second column "Label_name" represents the 9 possible choices of labelling schemes
- The third column "pref" represents the ranking given by the individual for the alternative considered in the previous column. The 1 represents the preferred alternative. As we asked to rank the 3 preferred alternatives for each individual, the 0s represent the unranked alternatives. Each individual therefore has 6 unranked alternatives, so six zeros.
- The fourth column indicates the gender of the individual (1 = Female ; 0 = male)
- The fifth column indicates if the individual lives in a coastal departement
- The last colum represents the degree of altruism of the individual
Code:
cmset ID Label_name cmroprobit pref, casevars (male deplittoral univ)
I hope that my explanations are clear enough, I remain available to bring you additional information if necessary !
Best regards,
DEWALS Jean-François