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2010 Predictions - By The Numbers: Part I

Lets face it: the off-season is no fun at all. Sure, there's the draft (draft schmaft) and the free-agent frenzy, plus the occasional contract veto by the NHL, but really it's mostly a whole lot of waiting around for the puck to drop again. This is especially true for us Leafs fans, as we await anxiously to see whether next year will be the year we make our glorious return to the playoffs.

Well, I got tired of waiting, and decided to do an in-depth analysis of the off-season moves in the Eastern Conference, and try to make a few predictions for next year.


So, I present to you my 2010 Predictions, in 3 parts. In Part I, I will explain my logic, and how I've assessed the moves made to each team in the Eastern Conference. In Part II, I will examine all of the off-season moves for the 14 other teams in the conference (the competition). Finally, in Part III I will examine the Leafs' off-season moves, and compare these moves to the others in the conference.  After the jump, Part I:

Star-divide

First, a note on statistics:

In order to compare the changes to teams, I wanted to use a statistic that was a meaningful way to both compare different additions/subtractions, independent of position, but that would also translate into a meaningful team statistic. After very little thought I decided to use Tom Awad's GVT from www.behindthenet.ca for many of the same reasons that The 67 'Sound used it in his great series of posts (which was also somewhat of an inspiration for my own analysis). You can see 67's summary of the statistic here, but the primary benefits for my purposes are:

  • It compares well across positions. This means that it's roughly possible to compare the addition of Colby Armstrong to the subtraction of Vesa (D.S.) Toskala. 
  • It's a meaningful statistic that's likely to translate into team success. Offense is measured in goals. Defense is measured in preventing shots. And goal-tending is measured in the ability to stop shots (go figure). It also includes statistics for shootout performance. 

The final thing that I wanted to verify was that this statistic is actually a useful way to assess how  a team performs over the course of a season. I assumed it would, but if this analysis was going to mean anything I needed to be able to make sure that the sum GVT of a team actually contributed to success or failure in the league.

To check this, I regressed the sum GVT scores from every player on every team in the East against each team's 2009-2010 regular season points total. Here is the result:

 

4829741750_6ca05c46e8_medium

 

via farm5.static.flickr.com

 

 


GVT Total Pts
TOR 67.7 74
FL 85.8 77
NYI 73.9 79
TB 74.4 80
CAR 97.5 80
ATL 97.6 83
NYR 124 87
MTL 108.6 88
PHIL 126.7 88
BOS 119.9 91
OTT 105.2 94
BUF 146.3 100
PIT 141.4 101
NJ 144.5 103
WAS 197.2 121

 

As you can see, this formula works really well (90% of variance explained). See that point way out on the right? That's Washington. See the low one at the bottom. That's the Leafs.

Because this is the sum GVT, this gives me some confidence that I can examine the addition or subtraction of a given player and examine it's theoretical effect on a team's point total. That is, simply by adding and subtracting a player's GVT to the team's sum GVT, and plugging the new sum into the regression equation, I can predict how well a team will do next season.

One interesting thing to note is that there are a few teams that fall a little further from the line than others. Specifically, I believe Montreal has a much higher point total than their GVT would predict, and New York and Philadelphia have much lower point totals would predict. This gives me further confidence in the metric (if not the method) as it confirms my belief that Montreal was not as good a team as their record indicated, and that Philly and New York were better teams than their records indicated.

Assumptions

Now, although this seems like it will be a useful way of assessing how a team might do next year, there are a few assumptions I should go over for the sake of transparency:

  • First, this isn't thorough. Though I have tried to get all the free-agent acquisitions and current rosters from capgeek.com, I tried to limit my analysis to "impact" players only. This meant that if a player had a GVT of less than 1 or greater than -1, or they were acquired for less than $1,000,000, I probably didn't include them. My assumption was that these players may or may not have a huge impact by being added or removed, but their impact will probably be not greater or less than any AHL replacement or waiver-wire pick-up. Any method will always over or under-extend. I thought I might as well try to not make it too precise and it might be more valid.
  • I also didn't do any correcting for whether impact players only played a few games with a team (e.g., if they were a trade-deadline acquisition). I believe GVT adjusts for the number of games played (and icetime), but in some cases this will still under or over-represent a player's impact on their current team depending on how they played for that short period. For example, Dion Phaneuf's GVT with the Leafs was only 2.1, but with Calgary it was 5.6. However, it's hard to say which of these represents the real GVT for the player on a particular team. Furthermore, just because Atlanta lost Kovulchuk before the end of last season, doesn't mean they're not going to feel his loss this year. Thus, if he was an impact player and played more than a few games with a team, I took that GVT to either be added or subtracted form next year's team GVT.
  • Finally, I made a huge assumption about the reliability of the GVT, both for teams and for individuals. If a player played really well last year, I can only assume his impact will be similar next season. This is a huge assumption, especially when players change teams. Although the GVT stat accounts for icetime and role, it doesn't account for quality of teammates or competition from what I can tell. So, these predictions will be only as good as the GVT is reliable (or in other words, how consistent a player is from year-to-year and team-to-team). 
  • One more. I've obviously only included transactions to date. When things change, I may update my predictions, but I don't want to wait until September to post this.

So, in Part II I will take a look at the 14 teams in the East to see how their off-season changes affected their roster and their likely point totals for next season. I will then compare this with the Leafs in Part III, and try to make some overall comments about what I think this means for next season. I will post Parts II and III later in the day.

PensionPlanPuppets.com is a fan community that allows members to post their own thoughts and opinions on the Toronto Maple Leafs and hockey in general. These views and thoughts may not be shared by the editor of PensionPlanPuppets.com.

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I think

Phaneuf’s GVT for the season is the sum of the two values – Toronto’s 2.1 and Calgary’s 5.6.

Thus his GVT for the year was 7.7.

"Success is the ability to go from one failure to another with no loss of enthusiasm."

- Sir Winston Churchill

I'm pretty sure he's talking about the Leafs.

by Steve Burtch on Jul 27, 2010 10:43 AM EDT reply actions  

But

Doesn’t the GVT account for the number of games played? Thus, wouldn’t a more accurate GVT reflect the average of the two?

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 10:56 AM EDT up reply actions  

No, GVT is a “counting” stat. Like points, ppg.

by The '67 Sound on Jul 27, 2010 11:55 AM EDT up reply actions  

Like points, ppg

“ppg” is quite ambiguous for the example you’re trying to demonstrate (Power Play Goals? Points Per Game?).

by Oafijev on Jul 27, 2010 12:44 PM EDT up reply actions  

Sorry, that was supposed to say “NOT” ppg, as in points per game.

by The '67 Sound on Jul 27, 2010 12:59 PM EDT up reply actions  

Looking forward to this. I’ve run my own numbers for the Leafs and have them at around a 110 sum GVT—playoff bubble—but very curious to see how yours compares and your analysis of the other teams.

by The '67 Sound on Jul 27, 2010 10:47 AM EDT reply actions  

I may spend my hours of doing nothing today

coming up with my own estimates for the entire team… just out of boredom… I’ll throw them up when I get the chance later today.

"Success is the ability to go from one failure to another with no loss of enthusiasm."

- Sir Winston Churchill

I'm pretty sure he's talking about the Leafs.

by Steve Burtch on Jul 27, 2010 10:49 AM EDT up reply actions  

Really?

I can tell you my numbers are vastly different, but again maybe that depends on the methodology of inclusion/exclusion.

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 10:56 AM EDT up reply actions  

reply fail.

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 10:57 AM EDT up reply actions  

Hrm.

This is actually making me reconsider my numbers a little. You may have to wait a little while longer while I adjust them.

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 11:10 AM EDT up reply actions  

I took last two years’ GVT for our current roster (adding Kadri and Hanson) normalized to 82 games. For under 25s I gave a 5% boost, for over 30s a 5% deduction. I gave both goalies a GVT of 8 (my biggest leap of faith). I gave Kadri a 5 and Hanson a 0. Worked out to 124. However, that’s for a 22 man roster (obviously only 19 can play) and assumes no injuries. So I bumped down to around 110.

I can’t paste here because it’s got all kinds of formulae.

by The '67 Sound on Jul 27, 2010 11:54 AM EDT up reply actions  

Oh, and for rookies I just used the previous year obviously.

by The '67 Sound on Jul 27, 2010 12:01 PM EDT up reply actions  

Ok my number is higher

I’m getting around 141.3 but that’s assuming Giguere and Gustavsson combine for a +17.5 season, not sure that’s in the cards or not… it’s also too many man games so I’d need to rachet it back quite a bit.

Let’s call it 120 if everything goes swimmingly… which is still quite high.

Assuming Giguere actually ends up closer to 8 than 15, and Gustavsson still manages a 5, that’s down to 136.8… I’m probably over-estimating the contributions of Lebda and Finger if Kaberle is still here… so you could drop it another 4 or 5 to 131.8, Gunnarsson was getting some protected minutes last year so I’m probably over-estimating him at 10.8, so reduce that to 8.5 or so… now we’re down to 129.5. Then it all depends on if Grabovski and Komisarek stay healthy… and Bozak… and Kessel… so maybe factor in another drop of 5-10 off the total, and we’re down to around 120 team GVT all around.

They should make the playoffs if they get adequate goaltending.

"Success is the ability to go from one failure to another with no loss of enthusiasm."

- Sir Winston Churchill

I'm pretty sure he's talking about the Leafs.

by Steve Burtch on Jul 27, 2010 12:50 PM EDT up reply actions  

They should make the playoffs if they get adequate goaltending.

Agree 100%. And I can even argue that is true every season post-lockout. This team has consistently been mediocre to good on corsi, but doomed by league-worst (or close to it) goaltending.

by The '67 Sound on Jul 27, 2010 1:01 PM EDT up reply actions  

Interesting...

I am looking forward to this.

Is there a way to create a 3 year GVT average? I use 3-year averages quite a bit in fantasy hockey and it seems to be a very reliable predictor of how a particular player will fare.

Obviously there are deviations as it doesn’t take anything into account aside from past performance but it does help to smooth out the lumps in performance created by injuries, trades and proximity to Keith Ballard.

If my nose was full of nickels I would blow it all on you.

by Kenjamin on Jul 27, 2010 12:02 PM EDT reply actions  

Sure, Tom Awad’s global GVT database (available at BtN’s blog) is normalized for era so it’s easy enough to plug into excel and run 3 yr averages.

by The '67 Sound on Jul 27, 2010 12:07 PM EDT up reply actions  

Ah… helpful stuff!
Thx

If my nose was full of nickels I would blow it all on you.

by Kenjamin on Jul 27, 2010 12:09 PM EDT up reply actions  

Ok

Parts II and III are going to have to wait a bit (at least until tonight) when I can update my values a little. I’m not sure whether I will go as far as to do a 3 year average for all players and all teams, but maybe for those on the Leafs…

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 2:03 PM EDT reply actions  

OK

Part II is up. I’ll post part III later.

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 27, 2010 3:54 PM EDT reply actions  

free-agent frenzy

This year, frenzy shmenzy.

Glory glory Man United, AND the other MU, AAAAnd the Leafs. I think I need a drink now.

by Wan Ihite on Jul 29, 2010 3:23 AM EDT reply actions  

On a more serious note, on what year’s perfomrance are those GVT calculations based? Because if it’s based on 2008 GVT predicting 2009 performance, that is a phenomenal finding. If it’s 2009 GVT predicting 2009 performance then it’s still a pretty good finding, but not nearly as cool…

Glory glory Man United, AND the other MU, AAAAnd the Leafs. I think I need a drink now.

by Wan Ihite on Jul 29, 2010 3:28 AM EDT reply actions  

2009-10 predicting 2009-10. It’s not a prediction it’s a regression. But you can use the regression equation to predict future outcomes.

Loving the Leafs is like being in love with a drug-addled, gambling addicted prostitute with a heart of gold and a bunch of humanitarian awards from her youth. It’s hard. It hurts. But dammit! I just love them!

by Van Ryn's Neurologist on Jul 29, 2010 10:12 AM EDT up reply actions  

Yes of course you can… It’s a much better test, though, when you use it for prediction because when you model one data set you are going to get some pretty co-linear results.

Like even if I had a bunch of guys out there playing completely at random (i.e., all players are, in reality, exactly the same), within the same season if I regressed win on points scored I would almost certainly find a high correlation (or beta, in a multiple regression)… and this wouldn’t be surprising because we KNOW that scoring goals is directly and dramatically causally related to winning games. I would find in this hypothetical regression that some players contributed far more to winning games than others did… just by chance.

Now if I start taking those players and predicting their next years performance I would just get noise… So that’s what makes it a much tougher

Incidentally, if you were wanting to publish the kind of analysis you were doing here (and I know this isn’t your goal, and nobody should have to put in as much time working the data as that would require) rather than just building the one model and saying “look, it explains a lot of variance”, you would be building several different models (e.g., " what if I just take a simple-minded total of goals scored? What about +/- What about gs/60?) and show that these predicted the outcomes worse… that’s when you’d start to think you had a pretty cool measure… Because I would bet money that even the really simple ways of calculating things would predict at least SOME of the variance that your model up above explains.

Sorry, I’m not meaning to pick on you here, but I have a few degrees in this social sciencey stuff, so it’s hard to suppress urges to open up a can of “blah blah”

Glory glory Man United, AND the other MU, AAAAnd the Leafs. I think I need a drink now.

by Wan Ihite on Jul 29, 2010 1:30 PM EDT up reply actions  

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