So you've decided to go with James Reimer

Cam Charron
September 10 2012 11:50AM

Brian Burke addressed the media today in Toronto. There is lots to go through, but the big thing is the goaltenders. From our pal Sean Fitz-Gerald:

On whether James Reimer will be the team’s starting goaltender:

“We believe in James Reimer. We have said, from the get-go, that if we get the opportunity to upgrade at the goaltending position, we’re going to do it. That’s still the case. But it’s not a frantic search for a goaltender. We believe in James Reimer … We believe there’s no reason why he can’t be ‘the guy.’”

Is there any reason this is anything more than damage control at this point and saving face? Well, maybe. Burke has talked about adding a goalie, but truly, unless Burke was willing to pay an expensive premium for Roberto Luongo, nobody really popped up.

I think going with Reimer is the right move, and the vision of many a Leaf fan is clouded from the perception of Reimer after last season.

So you've decided to go with James Reimer. What we really need to know about him is that he had a very strong first season and a very weak second season.

The Sophomore Slump

The "Sophomore Slump" is athlete-speak for what we know as "regression to the mean". This pertains to things outside of sports. In school, for instance, half the class of students will take one edition of a test and the other half will take a second edition. The next day, the students switch tests. It's found that the students who rank the highest and lowest on the first day will wind up closer to the middle on the second day.

I'm sure somebody with a math background could explain this a little better, but when applied to sports, regression to the mean explains things from the Sports Illustrated cover jinx to the sophomore slump. The first, because the athletes placed on the cover of SI are usually there because they're in the middle of a hot streak or a hot run, and when their luck comes to an end, they "perform" worse than they were. The second, because often when a rookie comes into the league with excellent numbers, some of it is luck-driven as well, and if it goes the other way, you get James Reimer's season.

It's important to look at both years for Reimer when assessing his performance. I looked at a few goaltenders who, in their first seasons, played about the same amount of games as Reimer, and checked to see whether their performance in their third year was influenced more by their second year or their career to date.

Here is the "total", representing Years 1 and 2.

Goalie Total Year 3
Brian Boucher 0.899 0.905
Chris Osgood 0.902 0.911
Darren Eliot 0.852 0.851
Jean-Sebastien Aubin 0.913 0.890
Marc-Andre Fleury 0.897 0.906
Mark Fitzpatrick 0.892 0.898
Mike Richter 0.903 0.901
Nikolai Khabibulin 0.904 0.908
Pokey Reddick 0.872 0.873
Roberto Luongo 0.914 0.915
Sean Burke 0.875 0.880
Sebastien Caron 0.896 0.881
Tommy Soderstrom 0.881 0.902

The r-squared, or correlation, between the Years 1 and 2 numbers and Year 3 was .66387.

But how did those same goalies do in their second year? Well, of the 13 goalies in the sample, just five improved on their first year numbers. This is likely due to "survivor bias", and goalies who fared poorly in their first season didn't have a chance to recover. Brian Boucher had the most notable drop from Year 1 (.918) to Year 2 (.876) but recovered in Year 3 with a .905.

Goalie Year 2 Year 3
Brian Boucher 0.876 0.905
Chris Osgood 0.917 0.911
Darren Eliot 0.849 0.851
Jean-Sebastien Aubin 0.914 0.890
Marc-Andre Fleury 0.898 0.906
Mark Fitzpatrick 0.869 0.898
Mike Richter 0.903 0.901
Nikolai Khabibulin 0.908 0.908
Pokey Reddick 0.857 0.873
Roberto Luongo 0.920 0.915
Sean Burke 0.874 0.880
Sebastien Caron 0.883 0.881
Tommy Soderstrom 0.864 0.902

The r-squared, or correlation, between the Year 2 numbers and Year 3 was .50158.

In short, if you look at Reimer's statistics to try and predict his third year performance, it's best to also include his first season, wherein he went 20-10-5 with a .921 save percentage and a 2.60 goals against average, along with his second season where he went 14-14-4 with a .900 save percentage and a .310 goals against average.

It isn't a question of "which James Reimer will show up in Year 3", it's that James Reimer is closer to being a 34-24-9 goalie with a .911 save percentage and a .283 goals against average than he is to either of the two extremes.

If you extrapolate his record across 50 games, using both seasons it looks far more promising than just the second:

  W L+OTL GAA SV% SO
Just Year 2 19 24 3.10 0.900 4
Years 1 and 2 24 23 2.83 0.911 4

Unfortunately, it's been a while since we've seen Reimer perform at a very high level, so naturally our vision is clouded. Reimer had a rough season, but he was still about the league average at even strength. He's a capable netminder who has the capacity to be a starter going ahead if his health is there. I'm worried more about another concussion spelling his doom than I am a repeat .900 save percentage.

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Cam Charron is a BC hockey fan that writes about hockey on many different websites including this one.
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#1 Same ol Burkie
September 10 2012, 11:11PM
Trash it!
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trashes
+1
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props

Sounds like the same ol' Burkie. Same guy that ran the Canucks into the ground. Same guy who wouldn't address their biggest weakness back then (goaltending) till he was headed out the door. Now I watch him do similar things to the Leafs.

Fact: For the last 6 straight years, Leafs have been in the top 6 with MOST goals against..... in the entire league. Last year, 2nd worst. Yr before that, 6th worst. Yr before that, 2nd worst. Yr before that, worst in entire league. Yr before that, 3rd worst. Yr before that, 5th worst.

Does anyone see a pattern here? That is what any GM would consider a pattern. Then they would have rectified it, like years ago. Not Burkie. He still thinks you can have crap goaltending and make it to the playoffs. Wake up. This is 'post lockout' NHL. The most competitive hockey we've ever seen.

Whether he goes for Luongo or someone else. He needs proven goaltending. That is no way around it.

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