when should I stop running ?
Posted: Tue Sep 27, 2022 5:19 am
Dear Ngene community
I am running the efficient design below but my question is more general.
According to the manual, "Many syntax runs will execute for a long time or indefinitely. A syntax run can be stopped at any
stage by selecting the Stop menu item.". But it doesn't say when stopping is appropriate. What stopping rule should be used ?
My intuition would be that this is when the improvement in the D-error is low, but what is low ?
Thanks for your help
Marianne
Design
;alts=GA*, GB*, SQ
?place an asterisk next to the names to prevent from having i) within choice task alternative repetition, ii) strict attribute level dominance and iii) choice task repetition given attribute bundle ordering
;rows = 12
?make sure rows>nb of parameters beta/(nb of alternatives-1)+ nb rows multiplies the number of levels of all attributes (2,4,3,6)
;block = 2
;eff = (mnl,d)
;model:
U(GA) = b1.dummy[-0.206]*A[1,0] + b2.dummy[0]*B[1,0] +b3[0.033]*C[65,80,90,95] +b4[-0.156]*D[1,2,3,4,5,8] /
U(GB) = b1*A + b2*B + b3*C + b4*D /
U(SQ) = b0[-1]
$
I am running the efficient design below but my question is more general.
According to the manual, "Many syntax runs will execute for a long time or indefinitely. A syntax run can be stopped at any
stage by selecting the Stop menu item.". But it doesn't say when stopping is appropriate. What stopping rule should be used ?
My intuition would be that this is when the improvement in the D-error is low, but what is low ?
Thanks for your help
Marianne
Design
;alts=GA*, GB*, SQ
?place an asterisk next to the names to prevent from having i) within choice task alternative repetition, ii) strict attribute level dominance and iii) choice task repetition given attribute bundle ordering
;rows = 12
?make sure rows>nb of parameters beta/(nb of alternatives-1)+ nb rows multiplies the number of levels of all attributes (2,4,3,6)
;block = 2
;eff = (mnl,d)
;model:
U(GA) = b1.dummy[-0.206]*A[1,0] + b2.dummy[0]*B[1,0] +b3[0.033]*C[65,80,90,95] +b4[-0.156]*D[1,2,3,4,5,8] /
U(GB) = b1*A + b2*B + b3*C + b4*D /
U(SQ) = b0[-1]
$