Комментарии:
awesome thanks
ОтветитьThanks for this helpful video!
ОтветитьThank youuuu doctor!! But please what does it mean when two independent variables have the same VIF and tolerance!? I will be grateful if you answer me! It's kinda urgent
ОтветитьThank you very Much!!!!!!
ОтветитьVery useful to understand the Multimillionearity in Regression and Thanks.
Ответитьwhat about categorical and continuous variables?
ОтветитьThank you sir.
ОтветитьThank you
ОтветитьHi Dr. Thank u very. I have got alot of information from your video.
ОтветитьGreat values. Thank you very much for the video
ОтветитьThese helped me get my head around the multiple regression analysis I am doing in my dissertation. Thanks for posting these.
ОтветитьSir, could you give us the link to data so we can practise it?
Ответитьhelpful
ОтветитьThanks for your videos man. But I do have a question. I have multicolli but I dont want to leave the variable out of it, I want to correct this. Is this possible by using a dummy for this variable?
ОтветитьI have been watching some of your videos about narcissism recently. Independently I needed to research videos for my statistics exam, came across this video and thought "that voice is familiar..."
Thank you for your help in understanding narcissists as well as statistics!
Sir, your videos are very helpful, i appreciate your effort.
ОтветитьFirstly: This video is really helpful - thank you!
What should I do if my eigenvalues (from the Collinearity Diagnostics table) disagree with the tolerance and VIF? I have four predictors, each with VIF < 2 and tolerance < .66. This would suggest no multicollinearity. However, a couple of the eigenvalues are very close to 0, which would suggest multicollinearity.
Mumtaz ! = Excellent !
ОтветитьHi. Thank you for the explanation. What if we are dealing with latent variables, such as perceived image, which contains 5 separate observed variables and customer trust, which contains 6 separate observed variables? Shall we treat latent variables the same as observed variables in order to solve collinearity problem?
ОтветитьDear Dr. Grande, I have data for a model comprising of multiple IV, mediating variables and multiple dependent variables. How do I compute multicollinearity? Thank you very much.
ОтветитьThanks you! Very easy to understand the way you explained it.
ОтветитьThank you very much for this helpful video. Given the different cut-offs for VIF (2, 3 or 10) that are used, have you got a source of information that states which cut-off would be most appropriate? Also, are eigenvalues useful in detecting multicollinearity? If yes, how should they be interpreted?
ОтветитьThank you and this is very helpful!
ОтветитьThank you very much, Dr Grande. In logistic regression, if many of the input variables are either yes or no is it necessary to run colinearity assessment before running the regression analysis
ОтветитьTHANK YOU DR. GRANDE.
ОтветитьSuper usefull! Thanks from the Netherlands
ОтветитьHahaha.... "Now the depression and hopelessness variables..."
Your choice of variables lends some dry humor to what is also a helpful tutorial. Thank you!
You didnt explain what tolerance was.
Ответитьthank you for simplifying it
ОтветитьThank you so much for making it so simple to understand
ОтветитьThanks a lot for this great video
ОтветитьThanks
ОтветитьHi
First, thank you for explaining multicollinearity
In my case, i have 8 independent variables and here is the Coefficients table.
Model Collinearity Statistics
Tolerance VIF
var1 .186 5.374
var2 .487 2.055
var3 .325 3.081
var4 .150 6.679
var5 .344 2.911
var6 .358 2.790
var7 .542 1.844
var8 .707 1.414
Based on this table, I removed var4 from the Linear Regression model.
Before removing it, the R-square value was 0.277, but after removing var4 the R-Square value become 0.266.
Is that ok? should I keep var4 variable or not?
Can you please explain this?
Regards,
Nadeem Bader
Dr. Grande,
Can you solve multicollinearity issues using the stepwise regression method?
Hello Dr. Grande, thank you for the video!!! it was realy useful for me. One question remains: i have different types of variables in my binominal logistic regression.
Am i allowed to use the VIF for all types of predictor variables, even if they are mixed (dichotom (1/0), ratio like Age (0-50), ordinal (1=low, 2=middle, 3=high)? My dependent Variable is also dichotom (0/1).
is it allowed to run a spearman correlation to check the correlations between all these different types of variables? Pearson is not allowed, because of the mixed vales. Which correlation courld i run in SPSS to see the correlation between thes different variabletypes? Because the VIF just tells me that there is a mulitcollinarity but not between which variabales...so without a correlation first i will have no clue between which variables the multicollinarity exists, as far as i understood.
Thank you very much!!! Kind regrads Akashanee