Limits to EObs

I have some activity data from mice in time bins. The observed data is in percent of time they are mooving. If the mice are stimulated many will move around 100% of the time. However, some of the mice that moove 100% of the time are more stimulated than others so we observe a ceiling effect. So the real Emax is higher than the observed Emax which is limited by a ceiling of the measurements. I would like to convert my PD model with a ceiling effect so that. eg (0,0.3,0.9,1.2,1.5) preddicted from the model is converted to (0.30,90,100,100). I tried

logit(Emax*E/EC50+E)

or

E= ln (EB / (1 - EB))

EB= Emax*E/EC50+E

However both ln and logit does not work in the model structure. Is there another way to do this effect prediction with a ceiling?

BR Frederik

HI Frederik,

you might need a trauncated model where you have an upper limit of quantification here Emax

you will need to write your LL statment as we do not have this built in.

Bests,

Samer

ok. I will look into how to write my own LL statement.

Thx Frederik

also look at : https://support.certara.com/forums/topic/1189-how-to-deal-with-values-above-the-upper-limit-of-quantification/?hl=%2Bupper+%2Blimit