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However, when socioeconomic status in the form of family income below or above the median income was introduced (model B), the effect was different for different age-groups and gender, Table 3 and Figures 1 and 2. There was a higher probability of visit for men with high family income, especially in the lowest and highest age groups.
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Those Having Kids have a higher probability of visiting the mall With Kids, and relatively lower probability of visiting with others or single.
In the same direction, sensory impaired individuals are associated with a higher probability of visiting a doctor frequently.
The probability of visits, then, was not likely to change over the study period implying that the first assumption holds.
We further discovered that the probability of visiting a doctor increases for women and decreases with personal income and the number of household members.
The choice experiment method is combined with the probability of visiting to estimate the marginal increase in recreational demand derived from the combination of three landscape elements: green cover, stone walls and woodland islets.
The amount of sophistication that a customer requires and a shop can satisfy have been shown to be good predictors of the customer's probability of visiting a particular shop [2].
The probability of visiting the hospital is determined by patient's subjective evaluation of health needs as well as the physician's factors such as style of practice, and income factors.
The model expresses the probability of visiting a doctor as a combination of two submodels, assuming that the zero number of doctor visits is generated by two different processes: (i) a respondent was not ill and therefore did not visit a doctor (but would visit if sick), and (ii) a respondent was ill, but still did not visit a doctor.
Lacking only a residence permit (NRP_WP) is associated with a 14-percentage-point gap in the probability of visiting the homeland compared to migrants with fully regular status, while lacking only a work permit (RP_NWP) is associated with an 8-point gap.
The null model assumed that honeybees visited spider harbouring inflorescences and control inflorescences with the same probability, i.e. the model assumed that the probability of visiting a spider harbouring inflorescence was p = 1/3 regardless of spider size or colour.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com