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Good morning, I am using the package to perform a pls-pm analysis, now I am analyzing the specific significant effects of the indirect effects of a model that has several variables.
I have used the concatenant “c()” as suggested in the book, and I have been careful to heed the notice "Currently only serial mediation with 4 mediator variables is allowed." Despite this, it seems that the expected calculations were not made since the result of the analysis is zero in all indicators
To check the error, I have tried doing it with a single variable and it works well.
Taking this into account, my question is: What can I do to analyze the model I present? knowing that testing indirect effects one by one can lead to errors.
#evaluate the importance of indirect effects
#MATE
specific_effect_significance(boot_seminr_model = bootstrap_EGL_model2,
from = "MATE",
through = c("ESNOB","BANDW","VEBLEN","HEDONIC"),
to = "INTENC",
alpha = 0.05)
#This is the result when I run the code
Original Est. Bootstrap Mean Bootstrap SD T Stat. 2.5% CI 97.5% CI
0 0 0 NaN 0 0
#check the error, use a single variable
specific_effect_significance(boot_seminr_model = bootstrap_EGL_model2,
from = "MATE",
through = c("ESNOB"),
to = "INTENC",
alpha = 0.05)
#This is the result when I run the code
Original Est. Bootstrap Mean Bootstrap SD T Stat. 2.5% CI 97.5% CI
-0.0013600626 -0.0008870219 0.0079466835 -0.1711484588 -0.0189184321 0.0156957821
The text was updated successfully, but these errors were encountered:
Hi @samirnemechaves I can help you look into this. But before fully investigating why you are getting a "NaN" result, I want to point out that even after one mediation the indirect effect is -0.001. After two or three more mediations, it will be likely around 0.00001 or smaller – that effect is essentially zero. One suspicion is that your mediated effect is so close to zero that that trying to compute a T statistic (note the SD is also tiny) is getting close to a division by zero, causing the error. You can see if this is the case by progressively adding one more mediator at a time to the specific_effect_significance function. I think it is safe to simply say the four-times mediation is producing nearly a zero effect and so there can be no hope of anything remotely significant.
Let me know if you want me to pursue it further: it will help if can email me (email in my profile info) your data so I can confirm things on your code+data combination. I will ensure to delete your data as soon as this issue is resolved.
Thank you very much for your help, I understand what you mean, I had not thought about it that way and that is probably the reason, of course, I will send you the email with what you requested
Good morning, I am using the package to perform a pls-pm analysis, now I am analyzing the specific significant effects of the indirect effects of a model that has several variables.
I have used the concatenant “c()” as suggested in the book, and I have been careful to heed the notice "Currently only serial mediation with 4 mediator variables is allowed." Despite this, it seems that the expected calculations were not made since the result of the analysis is zero in all indicators
To check the error, I have tried doing it with a single variable and it works well.
Taking this into account, my question is: What can I do to analyze the model I present? knowing that testing indirect effects one by one can lead to errors.
Thank you very much for your help.
#model2
EGL_mm2 <- constructs(
composite("MATE",multi_items("M",c(4,5,7))),
composite("INVOL",multi_items("INV",c(1,2,4,5,6))),
composite("CONOC",multi_items("CON",c(1,2,4,6))),
composite("ESNOB",multi_items("ES",c(3,4,6))),
composite("BANDW",multi_items("BND",c(1:6))),
composite("VEBLEN",multi_items("VEB",c(3,4,5,6,7))),
composite("HEDONIC",multi_items("HED",c(2:7))),
composite("PERF",multi_items("PERF",c(1,2,4,5))),
composite("INTENC",multi_items("INT",c(1:4))))
#Estimate model 2
EGL_model2 <- estimate_pls(data = df2,
measurement_model = EGL_mm2,
structural_model = EGL_sm)
#summary model results
summary_EGL_model2<- summary(EGL_model2)
#bootsTrap
bootstrap_EGL_model2<- bootstrap_model(seminr_model= EGL_model2,nboot= 1000)
sum_bootstrap_EGL_model2 <- summary(bootstrap_EGL_model2, alpha = 0.10)
#Indirect effects
summary_EGL_model2$total_indirect_effects
#evaluate the importance of indirect effects
#MATE
specific_effect_significance(boot_seminr_model = bootstrap_EGL_model2,
from = "MATE",
through = c("ESNOB","BANDW","VEBLEN","HEDONIC"),
to = "INTENC",
alpha = 0.05)
#This is the result when I run the code
Original Est. Bootstrap Mean Bootstrap SD T Stat. 2.5% CI 97.5% CI
0 0 0 NaN 0 0
#check the error, use a single variable
specific_effect_significance(boot_seminr_model = bootstrap_EGL_model2,
from = "MATE",
through = c("ESNOB"),
to = "INTENC",
alpha = 0.05)
#This is the result when I run the code
Original Est. Bootstrap Mean Bootstrap SD T Stat. 2.5% CI 97.5% CI
-0.0013600626 -0.0008870219 0.0079466835 -0.1711484588 -0.0189184321 0.0156957821
The text was updated successfully, but these errors were encountered: