Nice to have another analyst on this forum
Been a crazy day but I did it for the top 6 men at nationals + Max Aaron. LOVE DATA.
Again using hypothetical points and weighting:
1. Looking at and weighting events based on tiers listed in under "Body of Work" criteria: +30% bonus for Tier 1 Events, +10% bonus for Tier 2 Events, no bonus for Tier 3 Events
2. Using Grand Prix point system to apply points based on placement w/ a 1st placement receiving 15pts and 9th receiving 0. Additionally, for poor placements I added the negative mirror w/ 17th placement receiving -15pts.
Formula: (Placement Points * (1+Tier Bonus Weight %))= Weighted Points
Example: Ashley Wagner's Skate Canada Placement of 3rd - (11pts* (1+10%))=12.1pts
3. Taking the average of the weighted points earned divided by the amount events in which the points were earned so that a skater is not penalized if they had less events looked at under the "body of work" criteria.
Formula: Sum of Weighted Points/# of Events
Example: Mirai's weighted points earned / 5 events she earned them: 48.8pts/5 events=9.76 average
Below is look to my google sheet where I did the math based on the hypothetical weighting and points:
MEN'S BODY OF WORK EVENT TIER POINT SYSTEM
1. Nathan Chen: 8 Events, 122 weighted pts earned, average of 15.25 pts
2. Ross Miner: 5 Events, 41.4 weighted pts earned, average of 8.26 pts
3. Vincent Zhou: 6 Events, 65.2 weighted pts earned, average of 10.87 pts
4. Adam Rippon: 5 Events, 60.4 weighted pts earned, average of 12.08 pts
5. Grant Hochstein: 5 Events, 20.7 weighted pts earned, average of 4.14 pts
6. Jason Brown: 8 Events, 69.7 weighted pts earned, average of 8.65 pts
9. Max Aaron: 5 Events, 29.5 weighted pts earned, average of 5.9pts
Based on the math, the Olympic team makes sense with Nathan far above everyone else followed by Adam then Vincent. Jason edges out Ross for 4th (or first alternate).
I know that I might be biased but applying a mathematical methodology to "body of work" would make the concept less grey and more black and white. As I mentioned in my previous post, there is not a mathematical way to look at qualitative things.
@tavi... I am not sure exactly how I would do it and no doubt, using more qualitative descriptors in the decision process would cause the same uproar as our currently ambiguous "body of work" criteria. That being said (and much to the chagrin of Wakaba fans... I AM A WAKA FAN TOO), I think a clear usage of some qualitative descriptors coupled with "body of work" can be seen with the ladies Japanese team. Arguably, Waka's overall body of work was stronger than Kaori's: GP placement, GPF qualifier. That being said, Waka had also proven that she had a tendency to falter at the high stake events. Worlds 17, 4CC 17, and one could argue that GPF17 as well as Nationals 17 showed that Waka was susceptible to the pressure. Another thing that I wonder if the JSF looked at was Kaori's upward swing from American Classic > Rostelecom > Skate America > Nationals.
I do not think a sport where artistry comes to play can ever be truly black and white (obviously... let's look at the PCS of some reputation skaters...) but at least in my opinion, I have shown that math can make a grey area a little less grey. :agree: