Originally posted by Bob Armstrong
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2020 Canadian Open
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I've always wondered if there was a benefit to accelerated pairings. To see what I mean, consider a tournament with ranked groups Q1 (top), Q2, Q3, Q4 (bottom).- With un-accelerated, folks in Q1 play folks in Q3 and Q2 plays Q4. Assuming no upsets, Q1 and Q2 will all have a score of 1; the rest score 0. So, for the 2nd round, Q1 plays Q2 and Q3 plays Q4.
- With accelerated, folks in Q1 play folks in Q2 and Q3 plays Q4. Assuming no upsets, Q1 and Q3 will all have 1 score of 1; the rest score 0. So, for the 2nd round, Q1 plays Q3 and Q2 plays Q4.
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My understanding is that this is not how (single) accelerated pairings work. Instead, groups Q1 and Q2 get a phantom point before the tournament begins. So in your example, in round two Q1 would only play those also in Q1, since all those players have two points (one phantom, plus one real). Meanwhile Q2 and Q3 would face off. Q2 would all have one (phantom) point, while Q3 would all have one real point. But a point is a point, and they would get paired. Meanwhile all Q4s would play each other since they have no points of either type.
At some point the phantom points get dropped off and the tournament gets paired normally. Of course if it is dropped off for round two that would result in what you wrote, which I think is the point Roger Patterson was making further up the thread.
Last edited by Tom O'Donnell; Monday, 26th November, 2018, 10:37 PM."Tom is a well known racist, and like most of them he won't admit it, possibly even to himself." - Ed Seedhouse, October 4, 2020.
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Hi Tom:
Thanks for your description of "single accelerated pairing" and how it works.
Roger was right in his suspicion earlier aired that maybe I was not totally clear on the actual working descriptions of the topics I had raised:
single accelerated pairings
double accelerated pairings.
On seeing his post, I decided that it was a problem with this thread that the key terms were undefined. This meant different people could have different definitions, and some people would not know the terms at all. So your clarification saves me some work.
I think it is in Rd. 3, for single accelerated pairings, that the ghost point is taken away - someone can correct me if I am wrong.
Can someone clarify what system Jonathan Berry used in the 2007 Can. Open (Ottawa)?
I thought what he did was to give Q 1 3 ghost points, Q 2 2 ghost points, Q 3 1 ghost point, and Q 4 got no ghost points. Then each successive round for the first three rounds, one ghost point was removed from anyone who had one. Does this system work? I am just now trying to determine what the pairings outcome would be with this, but if others are faster on this, I'd love to hear from them.
It is my personal view that acceleration minimizes (Doesn't totally prevent) the yoyo effect that so many don't like about the one-big swiss. And on the top, the eventual winners have been forced to play much stronger opposition than they do under just normal swiss pairing. Does this observation hold up?
Bob A
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Originally posted by Bob Armstrong View PostHi Tom:
Thanks for your description of "single accelerated pairing" and how it works.
Roger was right in his suspicion earlier aired that maybe I was not totally clear on the actual working descriptions of the topics I had raised:
single accelerated pairings
double accelerated pairings.
On seeing his post, I decided that it was a problem with this thread that the key terms were undefined. This meant different people could have different definitions, and some people would not know the terms at all. So your clarification saves me some work.
I think it is in Rd. 3, for single accelerated pairings, that the ghost point is taken away - someone can correct me if I am wrong.
Can someone clarify what system Jonathan Berry used in the 2007 Can. Open (Ottawa)?
I thought what he did was to give Q 1 3 ghost points, Q 2 2 ghost points, Q 3 1 ghost point, and Q 4 got no ghost points. Then each successive round for the first three rounds, one ghost point was removed from anyone who had one. Does this system work? I am just now trying to determine what the pairings outcome would be with this, but if others are faster on this, I'd love to hear from them.
It is my personal view that acceleration minimizes (Doesn't totally prevent) the yoyo effect that so many don't like about the one-big swiss. And on the top, the eventual winners have been forced to play much stronger opposition than they do under just normal swiss pairing. Does this observation hold up?
Bob A
The very experienced Jonathan Berry created his own pairing system which the computer couldn't handle. He may have also allowed exceptions so that siblings wouldn't be paired in the early rounds.
Likewise, in Toronto the GTCL tried a quad accelerated pairing divisions which, after ghost points dropped, Swiss Sys barfed up incorrect pairings in the mid-point group (I think highest against lowest rather than middle).
In Cappelle la Grande France, usually 400 entries, they have successfully employed a 3 group division (top third 1 ghost point, middle third 1/2 ghost point) for 3 rounds.
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Originally posted by Bob Armstrong View PostHi Tom:
It is my personal view that acceleration minimizes (Doesn't totally prevent) the yoyo effect that so many don't like about the one-big swiss. And on the top, the eventual winners have been forced to play much stronger opposition than they do under just normal swiss pairing. Does this observation hold up?
Bob A
As an example, in a regular Swiss pairing after two rounds, the people with 1 point are Q2 and Q3. In an (single) accelerated Swiss the 1 point group is the bottom half of Q1, all of Q2 and Q3 and the top half of Q4. That will clearly result in pairings with a wider range of rating difference for the 1 point group than for the regular Swiss. And for the bottom half of Q1, it's a bigger difference than they would have faced in regular pairings.Last edited by Roger Patterson; Tuesday, 27th November, 2018, 02:50 PM.
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Originally posted by Erik Malmsten View Post
The very experienced Jonathan Berry created his own pairing system which the computer couldn't handle. He may have also allowed exceptions so that siblings wouldn't be paired in the early rounds.
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Originally posted by Bob Armstrong View Post
Can someone clarify what system Jonathan Berry used in the 2007 Can. Open (Ottawa)?
The French computer program for this system was unavailable to us, so we did it manually. Three IM norms were achieved - Nikolay Noritsyn, Anton Kovalyov, Bindi Cheng.
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Hi Stephen:
Thanks for the assistance - Having played in that Can. Open, I know that the manual pairing was a major challenge.
Was it your view, as Victor Plotkin seemed to say above, that this accelerated pairings system worked well - he said it was one of the best tournaments in which he has played?
If so, in what ways do you think your system used was superior to the normal swiss pairing system for large tournaments?
I originated this thread because I want the 2020 Can. Open (Maybe in Mississauga, Ontario?) to be a one-section swiss, with some kind of accelerated pairings system, if we had any input into the bid before finalized and accepted. But I realize there are in Canada some very strong feelings that acceleration does not achieve anything worthwhile in the long run (There are already some such sentiments in this thread).
But I believe in acceleration for long tournaments, as did my recently deceased friend, Phil Haley, and I am trying to see if there could be any majority consensus built favouring this as a Can. Open preference.
Thanks.
Bob ALast edited by Bob Armstrong; Friday, 30th November, 2018, 08:17 AM.
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Originally posted by Stephen Wright View Post
Miraculously this link survives: http://cocycc.pbworks.com/w/page/913...Rules#Pairings
The French computer program for this system was unavailable to us, so we did it manually. Three IM norms were achieved - Nikolay Noritsyn, Anton Kovalyov, Bindi Cheng.
For round 1 pairings divided into 5 groups by rating: +2, +1.5, +1, +.5, 0
For round 2 these groups all manually decrease ghost by a half: +1.5, +1, .5, 0, 0
For round 3 decrease again: +1, +.5, 0,0,0
For round 4 decrease again: +.5, 0,0,0,0
For round 5 no more ghost points.
So some bottom group players would get easy pairings for a couple of rounds, but the winners would have to play the middle group before the masters.
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Originally posted by Erik Malmsten View PostSo the ghost points could last a long time. I was wondering about a gradual decrease in the ghost:
So some bottom group players would get easy pairings for a couple of rounds, but the winners would have to play the middle group before the masters.
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