Bayesian dessign doubts ( efficiency, mfederov)
Posted: Sat Mar 04, 2023 12:10 am
Dear Ngene Team,
I have some questions about the draft of my final design that I have created mostly based on my pilot study mnl estimations, although not all coefficients were significant, and I changed one that seem to have the wrong (counterintuitive) sign to 0.0001. For context, it is a study of a contract for adoption of sustainable practices. My sample will be around 200 people given budget constraints, I am hoping I can get significant coefficients although the Sp estimate is very large for certain parameters. I would highly appreciate an overall opinion on my design and efficieny meassures, as well as in the following questions:
1. In the final design I mostly get alternatives with the extreme levels of the compensation or both alternatives with the mid-level. I think I can see why this could be good for efficiency, but I am afraid that given the social context of my sample, they would decide solely on money when they have the two levels. Is there any way to “correct” this, without reducing the efficiency?
2. I tried the mfederov algorithm as it seems to be good for unlabeled alternatives, but it gets stuck on a first evaluation. When I put a high number of candidates it says that 97% fail because of dominance, bit even if I don’t it gets stuck on the first evaluation. I am afraid that this indicates an underlying issue in my design that I am not seeing. Moreover, although it is a Bayesian design, with the default algorithm after less than one thousand evaluations efficiency only improves marginally.
Thank you very much for help!
Catalina
I have some questions about the draft of my final design that I have created mostly based on my pilot study mnl estimations, although not all coefficients were significant, and I changed one that seem to have the wrong (counterintuitive) sign to 0.0001. For context, it is a study of a contract for adoption of sustainable practices. My sample will be around 200 people given budget constraints, I am hoping I can get significant coefficients although the Sp estimate is very large for certain parameters. I would highly appreciate an overall opinion on my design and efficieny meassures, as well as in the following questions:
1. In the final design I mostly get alternatives with the extreme levels of the compensation or both alternatives with the mid-level. I think I can see why this could be good for efficiency, but I am afraid that given the social context of my sample, they would decide solely on money when they have the two levels. Is there any way to “correct” this, without reducing the efficiency?
2. I tried the mfederov algorithm as it seems to be good for unlabeled alternatives, but it gets stuck on a first evaluation. When I put a high number of candidates it says that 97% fail because of dominance, bit even if I don’t it gets stuck on the first evaluation. I am afraid that this indicates an underlying issue in my design that I am not seeing. Moreover, although it is a Bayesian design, with the default algorithm after less than one thousand evaluations efficiency only improves marginally.
- Code: Select all
I design
;alts = Program_A*, Program_B*, NoProgram
;rows = 12
;eff = (mnl,d,mean)
;bdraws = gauss(3)
;model: U(Program_A) = land.effects
[(n,0.176853,0.093418 )|( n, -0.407689,0.097612 ) ]* LANDDIST [1,2,0]
+ bonus.effects[( n, 0.0001, 0.09)|( n, 0.005, 0.09)]* BONUS[1,2,0]
+ b4[(n,0.004224,0.006390)] * TRAINNING[6,18,30]
+ b5[( n, 0.16677 , 0.039614)] * COMPENSATION [9.5,11.5,13.5] + /
U(Program_B) = land.effects* LANDDIST + bonus.effects* BONUS
+ b4 * TRAINNING
+ b5 * COMPENSATION /
U(NoProgram )= b0[( n, 0.297499, 0.468543)]
Fixed Bayesian mean
D error 0.069551 0.072005
A error 0.188116 0.194609
B estimate 42.285649 0.437932
S estimate 101716625.151439 69778052.160138
Prior land(e0) land(e1) bonus(e0) bonus(e1) b4 b5
Fixed prior value 0.176853 -0.407689 0.0001 0.005 0.004224 0.16677
Sp estimates 32.051998 7.129901 101716625.151439 38645.996092 238.099494 5.7846
Sp t-ratios 0.346201 0.734031 0.000194 0.00997 0.127021 0.814928
Sb mean estimates 783.054112 8.944371 69769090.35203 26538.976585 183.341272 7.439606
Sb mean t-ratios 0.340182 0.718718 0.099137 0.108058 0.191779 0.798514
Thank you very much for help!
Catalina