Hello,
I have the following design below in NGene. The objective is to understand what level of information precision people prefer on 7 public transport information attributes. The precision levels are exact=1, estimate=2, or none (no information given)=100. (For example you could have exact departure times, estimated times based on timetables, or no information at all).
My goal is to ensure that both alt1 and alt2 have the same number of 'none' information types, as I do not want respondents making choices based on an alternative with less 'no information' given than the other alternative, as they have been in a pilot where 'none' was uneven across the two alternatives. I do not want to define how many 'no information' attribute levels are given in any choice set. I've put the below design into NGene, playing around with the value in bold+italics below. However, I keep getting 'Undefined' designs at any value less than 97 or otherwise an ineffective design result given my goal. Is there a different way to approach this design conundrum?
Many thanks for your help!
Design
;alts = alt1*, alt2*
;rows = 24
;block = 6
;eff = (mnl, d)
;alg = mfederov
;require:
alt1.fare + alt1.departure + alt1.arrival + alt1.frequency + alt1.safeon + alt1.safewait + alt1.safewalk > alt2.fare + alt2.departure + alt2.arrival + alt2.frequency + alt2.safeon + alt2.safewait + alt2.safewalk - 88,
alt1.fare + alt1.departure + alt1.arrival + alt1.frequency + alt1.safeon + alt1.safewait + alt1.safewalk < alt2.fare + alt2.departure + alt2.arrival + alt2.frequency + alt2.safeon + alt2.safewait + alt2.safewalk + 88
;model:
U(alt1) =
+ b2.dummy[-0.1|0.1] * departure[100,1,2] ? 100 = none, 1 = exact, 2 = estimate
+ b3.dummy[-0.1|0.1]* arrival[100,1,2]
+ b4.dummy[-0.1|0.1] * frequency[100,1,2]
+ b5.dummy[-0.1] * safeon[100,1] ? 100 = none, 1 = exact
+ b6.dummy[-0.1] * safewalk[100,1]
+ b7.dummy[-0.1] * safewait[100,1]
+ b8.dummy[-0.1|0.1] * fare[100,1,2]
/
U(alt2) = b2 * departure
+ b3 * arrival
+ b4 * frequency
+ b5 * safeon
+ b6 * safewalk
+ b7 * safewait
+ b8 * fare
$