There are so many inequalities to consider between those coaches, though.
I was trying to find a list with just active coaches but this is the best I found quickly:
http://www.sports-reference.com/cfb/leaders/win-loss-pct-coach-career.html
This is exactly why it is only one part of Six Sigma problem solving. Dude is ignoring the other 75% of the methodology.
This is literally meaningless.
It's totally incorrect to say this is literally meaningless. This is data. You can argue the data is comparing apples and oranges or that the data is wrong, but you cannot say it is meaningless. This data clearly says that Riley is statistically worse over his 14 years of coaching (in winning %) than many 'tier 1' type school coaches. I can add some additional data points (like Stoops, etc) and expand the data set but clearly based on his past performance you have to question why he was hired. Heck, even Pelini was very likely better statistically.
I am not doing a Six Sigma Analysis of the football coach. It wouldn't make any sense anyway. So please stop throwing out terms and analyses you clearly don't understand.
I know a little bit about this. I don't use Six Sigma much because it's not practical for RCA(which is what I do for a living). I'm glad you learned to use minicab in your engineering class. You showed his winning percentage is lower than good (Except 408) coaches. Anyone could do that on their cell phone.
You also cherry picked. You compared him the most successful coaches at the biggest programs.
Where is Brady Hoke, Al Golden, Tyrone Whittingham, Derek Dooley or Dan Hawkins.
What you should really do is now develop a hypothesis as to why. Are there any contributing factors that may lead to this? It could be anything (coach, Budget, Years at School, age of coach, Recruiting, Size of town, tenure of staff, new starters, injuries, returning starters, graduation rate.....blah blah). Based upon your brainstorming you could select 3-6 factors that you think are significant contributing factors and run a fractional factorial experiment and it would tell you statistically what leads to a lower winning percentage.
Or you could just do what you did. It is a lot easier to do that.