How to Better Credit and Evaluate Injured Forwards (Adjusted Lists from 70s-2012)

Czech Your Math

I am lizard king
Jan 25, 2006
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How can we better evaluate forwards which were injured and still had excellent seasons? This is a difficult question which has no exact answer. It is especially difficult to balance a player's ability and his value.

Many often use PPG or pro-rated seasons to indicate ability. This seems reasonable at first glance, but is it really? It may be much easier to maintain a higher PPG over a limited number of games. We can't be certain how injured players are, whether they play most/all of the season, or miss a substantial number of games. This makes fair comparison much more difficult. It may even more problematic for players who miss a large portion of the season and/or have a (adjusted or non-adjusted) PPG that significantly exceeds there established peak over large majorities of multiple seasons. For some instances of high PPG over stretches of a half season or less, during the past two decades, see this thread:

Best Half Seasons

Players that miss games have less general value than if they didn't miss some/all of those games and compared to other players which didn't as well. However, a team is able to replace that player while he is injured, so that may lessen the effect to some degree.

Others have used various methods to navigate this dilemma:

1) Simply give a player credit for his PPG over a full season.
2) Use a player's PPG ranking and only credit him for the games he plays, then sum the games over an arbitrary threshold ranking (e.g. 55 games at a top 10 pace).
3) Calculate how many total points he was over an arbitrary PPG threshold. IOW, 60 points in 40 games is 20 points over 1.00 PPG: 60 - (40 * 1.00) = +20
4) Ignore this thorny problem and use total points as the best indication of the player's ability/value for that season.

I'm presenting the results of a couple of methods. One is commonly used already, and is only applicable to multiple seasons. That is to add the actual games and actual points (in this case adjusted for league gpg & assist/goal, but not schedule) to calculate a PPG for an arbitrary number of games over multiple seasons. These season are not necessarily (and in fact not likely to be) consecutive. The other is not commonly used, and that is using the harmonic mean of the player's actual points and his points pro-rated to 82 GP (both adjusted, including schedule). The formula for this method is:

Harmonic Points (HP) = 2 * (AP * PP) / (AP + PP) , where AP = Actual adjusted points and PP = Pro-rated adjusted points

I don't claim these methods are clearly superior to all others, but believe they provide fair alternative methods of evaluating an injured player's ability and crediting him, at least partially, for games missed. Players starting their careers in the 70s or after were included in the lists that follow. I used simple adjusted points (to 6.00 gpg and 1.667 assists/goal).
 
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Czech Your Math

I am lizard king
Jan 25, 2006
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303
bohemia
These are players' adjusted points/82 GP, using actual games and simple adjusted points with a minimum of 300 GP over multiple seasons:

Rank | PLAYER | GP | Pts/82
1 | Gretzky | 314 | 167.8
2 | Lemieux | 326 | 167.2
3 | Jagr | 307 | 139.3
4 | Lafleur | 302 | 125.3
5 | Crosby | 353 | 123.9
6 | Lindros | 307 | 122.4
7 | Forsberg | 338 | 121.3
8 | Sakic | 344 | 119.6
9 | Ovechkin | 314 | 118.9
10 | Selanne | 305 | 117.2
11 | Malkin | 306 | 116.2
12 | Dionne | 320 | 115.7
13 | Thornton | 322 | 115.1
14 | Yzerman | 301 | 113.7
15 | Trottier | 301 | 112.5
16 | Kariya | 340 | 112.1
17 | Oates | 340 | 111.6
18 | Bossy | 303 | 108.5
19 | Bure | 337 | 108.2
20 | LaFontaine | 313 | 105.4
21 | Iginla | 316 | 105.0
22 | Clarke | 305 | 104.7
23 | St.Louis | 328 | 104.6
24 | Turgeon | 344 | 104.3
25 | Heatley | 312 | 104.1
26 | Naslund | 313 | 104.0
27 | Mogilny | 304 | 103.9
28 | Br. Hull | 367 | 103.1
29 | Stastny | 307 | 102.9
30 | Messier | 301 | 102.8
31 | Francis | 363 | 102.6
32 | Coffey | 325 | 102.6
33 | Kurri | 370 | 102.4
34 | Palffy | 346 | 102.1
35 | Fleury | 343 | 101.8
36 | Alfredsson | 358 | 101.1
37 | LeClair | 322 | 100.5
38 | Spezza | 351 | 100.1
39 | Recchi | 313 | 99.9
40 | Kovalchuk | 315 | 99.8
41 | Fedorov | 308 | 99.5
42 | D. Sedin | 308 | 99.1
43 | Kovalev | 306 | 98.2
44 | H. Sedin | 328 | 98.0
45 | D. Savard | 318 | 98.0
46 | Sittler | 305 | 97.9
47 | Datsyuk | 317 | 97.6
48 | Perreault | 308 | 97.4
49 | Demitra | 357 | 97.4
50 | Modano | 361 | 97.3
 

Czech Your Math

I am lizard king
Jan 25, 2006
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This is the same method for 425+ games:

Rank | PLAYER | GP | Pts/82
1 | Lemieux | 458 | 164.3
2 | Gretzky | 473 | 164.3
3 | Jagr | 447 | 135.1
4 | Lafleur | 462 | 121.5
5 | Crosby | 434 | 119.5
6 | Forsberg | 493 | 117.5
7 | Lindros | 425 | 116.4
8 | Sakic | 425 | 116.2
9 | Dionne | 480 | 112.1
10 | Selanne | 462 | 112.0
11 | Ovechkin | 475 | 110.6
12 | Yzerman | 445 | 109.5
13 | Thornton | 467 | 109.4
14 | Malkin | 427 | 107.5
15 | Trottier | 452 | 106.2
16 | Oates | 453 | 106.1
17 | Kariya | 488 | 105.4
18 | Bossy | 461 | 104.5
19 | Bure | 435 | 103.3
20 | Br. Hull | 427 | 101.3
21 | Messier | 426 | 100.7
22 | Turgeon | 501 | 100.5
23 | Palffy | 460 | 99.7
24 | Stastny | 464 | 99.6
25 | Mogilny | 437 | 99.6
26 | Iginla | 479 | 99.5
27 | Alfredsson | 426 | 99.5
28 | Francis | 438 | 99.4
29 | Fleury | 425 | 99.4
30 | St.Louis | 487 | 99.3
31 | Kovalchuk | 470 | 99.1
32 | Kurri | 450 | 99.1
33 | Coffey | 481 | 99.1
34 | Heatley | 425 | 98.8
35 | LaFontaine | 455 | 98.7
36 | Clarke | 460 | 98.7
37 | Recchi | 479 | 97.1
38 | LeClair | 450 | 97.1
39 | Modano | 439 | 96.4
40 | Fedorov | 425 | 96.2
41 | D. Savard | 436 | 96.1
42 | Spezza | 433 | 95.4
43 | Datsyuk | 443 | 95.3
44 | Naslund | 474 | 95.0
45 | Demitra | 425 | 94.7
46 | Sittler | 453 | 94.1
47 | Tkachuk | 430 | 93.9
48 | Sundin | 473 | 93.8
49 | Robitaille | 473 | 93.6
50 | D. Sedin | 462 | 93.4
 

Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
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This is the same method for 640+ GP:

Rank | PLAYER | GP | Pts/82
1 | Gretzky | 693 | 159.2
2 | Lemieux | 640 | 151.1
3 | Jagr | 646 | 129.1
4 | Forsberg | 649 | 111.8
5 | Sakic | 652 | 110.0
6 | Lafleur | 647 | 109.4
7 | Selanne | 668 | 106.5
8 | Dionne | 701 | 105.1
9 | Yzerman | 656 | 103.6
10 | Thornton | 698 | 102.5
11 | Lindros | 678 | 102.2
12 | Oates | 640 | 100.7
13 | Bossy | 689 | 100.5
14 | Kariya | 652 | 99.0
15 | Turgeon | 648 | 98.0
16 | Br. Hull | 664 | 97.2
17 | Messier | 653 | 97.0
18 | Trottier | 690 | 96.9
19 | Alfredsson | 652 | 95.6
20 | Palffy | 646 | 95.3
21 | Francis | 653 | 95.3
22 | Coffey | 641 | 94.7
23 | St.Louis | 651 | 94.5
24 | Recchi | 641 | 94.1
25 | Stastny | 675 | 93.9
26 | Mogilny | 674 | 93.7
27 | Modano | 678 | 93.2
28 | Bure | 646 | 93.1
29 | Iginla | 713 | 92.8
30 | LaFontaine | 640 | 92.7
31 | Kurri | 679 | 92.1
32 | Sundin | 699 | 92.0
33 | D. Savard | 660 | 91.8
34 | Kovalchuk | 698 | 91.5
35 | Tkachuk | 672 | 91.3
36 | Fleury | 673 | 91.2
37 | Robitaille | 713 | 90.3
38 | Clarke | 682 | 90.3
39 | Fedorov | 659 | 90.0
40 | Heatley | 669 | 89.8
41 | Datsyuk | 662 | 89.7
42 | Sittler | 683 | 88.7
43 | Perreault | 669 | 88.5
44 | Hossa | 688 | 88.3
45 | Demitra | 644 | 88.2
46 | Roenick | 668 | 88.0
47 | LeClair | 642 | 87.6
48 | Gilmour | 686 | 87.6
49 | Hawerchuk | 714 | 87.4
50 | Weight | 649 | 86.8
 

Czech Your Math

I am lizard king
Jan 25, 2006
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These are the average of the Harmonic Points (HP) for each player's best 3 seasons:

Rank | PLAYER | B3HP
1 | Gretzky | 167.2
2 | Lemieux | 161.7
3 | Jagr | 139.6
4 | Lafleur | 123.4
5 | Ovechkin | 120.5
6 | Malkin | 119.2
7 | Sakic | 119.1
8 | Lindros | 117.6
9 | Thornton | 117.5
10 | Dionne | 117.5
11 | Crosby | 116.5
12 | Selanne | 116.3
13 | Forsberg | 115.7
14 | Yzerman | 115.0
15 | Trottier | 113.6
16 | Oates | 112.1
17 | Kariya | 109.8
18 | Bossy | 108.8
19 | Francis | 108.0
20 | Clarke | 106.6
21 | Iginla | 106.4
22 | Naslund | 106.4
23 | St.Louis | 106.3
24 | Kurri | 104.8
25 | Br. Hull | 104.4
26 | Bure | 104.0
27 | Coffey | 103.8
28 | Heatley | 103.3
29 | Fedorov | 102.9
30 | Stastny | 102.8
31 | H. Sedin | 102.6
32 | Stamkos | 102.6
33 | Nicholls | 102.2
34 | LaFontaine | 102.1
35 | LeClair | 101.9
36 | Mogilny | 101.6
37 | Fleury | 101.5
38 | Messier | 101.1
39 | Alfredsson | 101.0
40 | D. Savard | 100.0
41 | D. Sedin | 99.9
42 | Recchi | 99.9
43 | Palffy | 99.8
44 | Lecavalier | 99.5
45 | Demitra | 98.8
46 | Kovalchuk | 98.7
47 | Spezza | 98.6
48 | Datsyuk | 98.3
49 | Turgeon | 97.9
50 | Sittler | 97.7
 

Czech Your Math

I am lizard king
Jan 25, 2006
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These are the avg. of best 5 HP seasons:

Rank | PLAYER | B5HP
1 | Gretzky | 164.6
2 | Lemieux | 151.8
3 | Jagr | 131.9
4 | Lafleur | 120.2
5 | Dionne | 114.5
6 | Sakic | 113.4
7 | Forsberg | 111.9
8 | Ovechkin | 111.8
9 | Selanne | 111.6
10 | Lindros | 110.4
11 | Thornton | 110.4
12 | Crosby | 108.9
13 | Malkin | 107.1
14 | Yzerman | 107.1
15 | Trottier | 105.9
16 | Oates | 104.6
17 | Bossy | 103.9
18 | Kariya | 103.6
19 | St.Louis | 101.6
20 | Francis | 101.3
21 | Iginla | 100.8
22 | Coffey | 100.8
23 | Bure | 100.1
24 | Clarke | 99.5
25 | Stastny | 99.4
26 | Br. Hull | 98.7
27 | LeClair | 98.7
28 | Heatley | 98.6
29 | Kurri | 98.5
30 | Messier | 98.2
31 | Fleury | 97.6
32 | Kovalchuk | 97.4
33 | Recchi | 97.3
34 | Alfredsson | 96.6
35 | Naslund | 96.6
36 | Mogilny | 96.5
37 | Fedorov | 95.8
38 | Palffy | 95.5
39 | LaFontaine | 95.2
40 | D. Savard | 94.9
41 | H. Sedin | 94.8
42 | Turgeon | 94.8
43 | Robitaille | 93.7
44 | Perreault | 93.6
45 | Sittler | 93.2
46 | Sundin | 93.2
47 | Datsyuk | 93.1
48 | Spezza | 93.1
49 | D. Sedin | 92.9
50 | Hossa | 92.8
 
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Czech Your Math

I am lizard king
Jan 25, 2006
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This is the ranking for each player in the 5 categories (blank means does not qualify in that category).

PLAYER | 300+ | 425+ | 640+ | 3HP | 5HP
Gretzky | 1 | 2 | 1 | 1 | 1
Lemieux | 2 | 1 | 2 | 2 | 2
Jagr | 3 | 3 | 3 | 3 | 3
Lafleur | 4 | 4 | 6 | 4 | 4
Sakic | 8 | 8 | 5 | 7 | 6
Lindros | 6 | 7 | 11 | 8 | 10
Forsberg | 7 | 6 | 4 | 13 | 7
Crosby | 5 | 5 | | 11 | 12
Ovechkin | 9 | 11 | | 5 | 8
Dionne | 12 | 9 | 8 | 10 | 5
Selanne | 10 | 10 | 7 | 12 | 9
Malkin | 11 | 14 | | 6 | 13
Thornton | 13 | 13 | 10 | 9 | 11
Yzerman | 14 | 12 | 9 | 14 | 14
Trottier | 15 | 15 | 18 | 15 | 15
Oates | 17 | 16 | 12 | 16 | 16
Kariya | 16 | 17 | 14 | 17 | 18
Bossy | 18 | 18 | 13 | 18 | 17
Bure | 19 | 19 | 28 | 26 | 23
Iginla | 21 | 26 | 29 | 21 | 21
St.Louis | 23 | 30 | 23 | 23 | 19
Francis | 31 | 28 | 21 | 19 | 20
HullBr | 28 | 20 | 16 | 25 | 26
Clarke | 22 | 36 | 38 | 20 | 24
Stamkos | 72 | | | 32 |
Stastny | 29 | 24 | 25 | 30 | 25
Coffey | 32 | 33 | 22 | 27 | 22
Heatley | 25 | 34 | 40 | 28 | 28
Kurri | 33 | 32 | 31 | 24 | 29
Messier | 30 | 21 | 17 | 38 | 30
Mogilny | 27 | 25 | 26 | 36 | 36
Naslund | 26 | 44 | 55 | 22 | 35
LaFontaine | 20 | 35 | 30 | 34 | 39
Fleury | 35 | 29 | 36 | 37 | 31
Alfredsson | 36 | 27 | 19 | 39 | 34
LeClair | 37 | 38 | 47 | 35 | 27
Turgeon | 24 | 22 | 15 | 49 | 42
Palffy | 34 | 23 | 20 | 43 | 38
Fedorov | 41 | 40 | 39 | 29 | 37
Kovalchuk | 40 | 31 | 34 | 46 | 32
Recchi | 39 | 37 | 24 | 42 | 33
SavardD | 45 | 41 | 33 | 40 | 40
Sedin H. | 44 | 52 | 54 | 31 | 41
Spezza | 38 | 42 | | 47 | 48
Sedin D. | 42 | 50 | 64 | 41 | 49
Datsyuk | 47 | 43 | 41 | 48 | 47
Sittler | 46 | 46 | 42 | 50 | 45
Nicholls | 51 | 54 | 53 | 33 | 53
Demitra | 49 | 45 | 45 | 45 | 55
Perreault | 48 | 51 | 43 | 52 | 44
Robitaille | 52 | 49 | 37 | 55 | 43
Modano | 50 | 39 | 27 | 63 | 51
Sundin | 55 | 48 | 32 | 59 | 46
Gilmour | 53 | 56 | 48 | 51 | 52
Kovalev | 43 | 61 | 58 | 54 | 57
Hossa | 56 | 57 | 44 | 57 | 50
Hawerchuk | 58 | 58 | 49 | 53 | 54
Tkachuk | 59 | 47 | 35 | 65 | 56
Lecavalier | 60 | 67 | 56 | 44 | 59
Weight | 63 | 60 | 50 | 62 | 63
Roenick | 66 | 63 | 46 | 68 | 62
 
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tombombadil

Registered User
Jan 20, 2010
1,029
1
West Kelowna, Canada
i love this. i am in a rush, and didn't read through your first post, because i knew what was coming. Explain Harmonic Points a bit, and also explain ..... let me just ask... you took their highest points-p-game seasons one by one until they added to/or above the individual thresholds?

Love the lists. I am going to save them.
 

Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
bohemia
i love this. i am in a rush, and didn't read through your first post, because i knew what was coming. Explain Harmonic Points a bit, and also explain ..... let me just ask... you took their highest points-p-game seasons one by one until they added to/or above the individual thresholds?

Love the lists. I am going to save them.

I posted the formula in the OP. Basically, it's a mathematical compromise between actual adj. points and pro-rated adj. points, which allows for some extra credit for injured players, without going overboard. One could simply average the two or use the geometric mean (multiply the two and then take the square root). However, the HP method seems better, because it doesn't favor injured players too much and ensures no weird results (e.g. a player playing 2 games and having 5 points will not end up in first).

I did exactly as you said for the game threshold calculations. The only difference is that in some cases, a higher PPG season may actually have less impact, if the threshold would be reached either way. It's hard to explain, but basically if the additional seasonal PPGs are similar, but one has more games, it's possible for the resulting PPG for the threshold seasons to actually be better by including a lower PPG season. This is not the norm, but I did find several examples of this while crunching the numbers, and generally used whichever way resulted in a higher PPG (usually not much difference, and if it result was ~0.1 lower with many more games, sometimes used method with many more games).

AFAIK, the lists are accurate, but I was going quickly, so errors are possible. I did discover an error in sorting, which probably caused me to lose the data for avg. of top 8 HP seasons. Oh well, at least it didn't happen sooner.
 
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tombombadil

Registered User
Jan 20, 2010
1,029
1
West Kelowna, Canada
got it, thanks. got to sit down and read it slower. This is perfect, the first list is probably the one that means the most to me, but all 5 are interesting! Great work, and a much better system than mine...AND I didn't have to do it! It was waiting for me when I got home from work! :)
 

metalfoot

Karlsson!
Dec 21, 2007
1,575
2
Manitoba, Canada
Did not expect to see Alfredsson in your lists... maybe Captain Ottawa is HHOF-borderline material objectively, as well as in the hearts of Sens fans.
 

Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
bohemia
Did not expect to see Alfredsson in your lists... maybe Captain Ottawa is HHOF-borderline material objectively, as well as in the hearts of Sens fans.

He's at least borderline in the brains of most I believe. I don't think he should be a lock, unless they are still using the standard for players of the 80s, 70s, etc.

He's also the type of player that will be helped most by something like Harmonic Points. He still played large majorities of seasons at a high level, but was frequently injured. HP will not turn a half season into near a full season, nor 2/3 or 3/4 of a season into one. It will give players that were hurt a significant boost to their point totals for each of those seasons.

Here's a list of players whose best 3 & 5 HP seasons increased the most over their actual best 3 & 5 seasons:

PLAYER |+%3 | +%5
Lindros | 5% | 9%
Lemieux | 6% | 6%
LaFontaine | 6% | 5%
Taylor | 6% | 4%
Oates | 6% | 5%
Spezza | 5% | 5%
Kurri | 5% | 4%
Getzlaf | 4% | 5%
Alfredsson | 5% | 4%
Crosby | 2% | 6%
Bertuzzi | 4% | 3%
Mogilny | 4% | 4%
Sedin D. | 4% | 3%
Kovalev | 4% | 3%
Forsberg | 2% | 4%
Zetterberg | 3% | 3%
Palffy | 3% | 2%
Kariya | 3% | 3%
Selanne | 2% | 3%
Tkachuk | 3% | 3%
Ovechkin | 3% | 2%
Francis | 3% | 2%
Bure | 2% | 2%
Turgeon | 2% | 2%
Malkin | 2% | 3%
Gaborik | 2% | 2%
HullBr | 2% | 3%
Bossy | 3% | 2%
Demitra | 1% | 3%
Trottier | 2% | 3%
Modano | 2% | 2%
Messier | 2% | 2%
Fedorov | 2% | 2%
Fleury | 2% | 2%
Iginla | 2% | 2%
Kovalchuk | 2% | 2%
Stastny | 2% | 2%
Lemaire | 1% | 2%
Perreault | 2% | 2%
Sittler | 2% | 2%
Sakic | 2% | 1%
Goulet | 1% | 2%
Heatley | 1% | 2%
Datsyuk | 1% | 2%
Naslund | 1% | 2%
SavardM | 0% | 3%
Shanahan | 1% | 1%
Coffey | 1% | 1%
Clarke | 1% | 2%
LeClair | 1% | 1%
Thornton | 1% | 1%
Elias | 0% | 2%
Lafleur | 1% | 1%
 

Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
bohemia
Did not think Crosby would be that high.

The PPG lists using actual games are tailor-made for the oft-injured, like Lemieux, Lindros, Crosby, etc. Those are more an indication of ability, but make the player do it on a per-game basis over multiple seasons, which is better than "he had a great PPG in 30 games, let's equate that to a full season" type of logic.

The HP lists are more an indication of value, and they only help injured players so much, but that's often enough, given the razor-thin margins between a lot of these great players.
 
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Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
bohemia
For comparison purposes, these are averages of the best 3 and best 5 simple adjusted points seasons (gpg, a/g, schedule only) without any further credit for injury:

PLAYER | Top 3 | Top 5
Gretzky | 165.7 | 163.3
Lemieux | 152.7 | 142.7
Jagr | 139.1 | 131.5
Lafleur | 122.6 | 118.6
Dionne | 117.5 | 114.5
Sakic | 117.0 | 111.9
Ovechkin | 117.3 | 109.4
Thornton | 116.1 | 109.1
Selanne | 113.6 | 108.5
Malkin | 117.4 | 104.0
Yzerman | 114.8 | 106.3
Forsberg | 113.1 | 107.8
Crosby | 114.4 | 102.8
Trottier | 111.9 | 103.2
Lindros | 112.1 | 101.2
Bossy | 106.1 | 102.1
St.Louis | 106.3 | 101.6
Kariya | 106.8 | 100.9
Oates | 106.1 | 99.7
Francis | 105.1 | 99.3
Clarke | 105.6 | 97.8
Iginla | 103.9 | 99.3
Coffey | 102.5 | 99.4
Naslund | 105.4 | 94.8
Sedin H. | 102.6 | 94.8
Stamkos | 102.6 |
HullBr | 102.4 | 96.2
Heatley | 102.3 | 96.6
Nicholls | 101.7 | 92.1
Bure | 101.5 | 98.0
Fedorov | 101.3 | 93.5
Stastny | 100.9 | 97.8
LeClair | 100.6 | 97.5
SavardD | 99.6 | 94.5
Recchi | 99.5 | 96.4
Kurri | 99.5 | 94.7
Fleury | 99.3 | 95.8
Messier | 99.0 | 96.2
Lecavalier | 99.0 | 89.5
Mogilny | 98.1 | 92.7
Demitra | 98.0 | 88.5
Datsyuk | 97.6 | 91.2
Gilmour | 97.2 | 91.2
Kovalchuk | 97.1 | 95.5
Hawerchuk | 96.8 | 91.4
Palffy | 96.7 | 93.3
Robitaille | 96.7 | 93.4
Alfredsson | 96.5 | 92.9
LaFontaine | 96.4 | 90.6
Sittler | 96.2 | 91.5
Sedin D. | 95.8 | 90.5
 

tombombadil

Registered User
Jan 20, 2010
1,029
1
West Kelowna, Canada
i don't feel that adding up what they could actually produce in a time frame means it's made for the injured players. I think it's the most direct way of measuring their ability to produce. Staying healthy is an incredibly important asset to a GM or owner, just lie faceoffs, penalty killing, and physical play - but production over an evened time period best shows.... uhhh, ability to produce in an evened time period!
 

Czech Your Math

I am lizard king
Jan 25, 2006
5,169
303
bohemia
i don't feel that adding up what they could actually produce in a time frame means it's made for the injured players. I think it's the most direct way of measuring their ability to produce. Staying healthy is an incredibly important asset to a GM or owner, just lie faceoffs, penalty killing, and physical play - but production over an evened time period best shows.... uhhh, ability to produce in an evened time period!

It's not really an even time period though. For instance, Crosby played 353 games over 6 different seasons. Other players had 300+ games in 4 seasons, so may have been much more valuable. These aren't necessarily consecutive seasons either. That's why it's more a measure of peak/prime ability than of value.

Harmonic Points is over an even number of seasons and compensates the player (probably too much in some cases) for playing fewer games and his team being able to replace him in those games, and so add value that way. It's not designed to directly measure value, but it tends to do so a lot more than the per-game calculation does.
 

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