The ranking system has two sections:
- Ladder rankings
- player name
- starting rank
- current rank
- Statistics
- player name
- wins
- ties
- losses
- win/draw/loss ratio
Could merge the two into one section.
Ladder rankings can be reset annually. The ladder rankings are relative. E.g. rank 1 means best player among other players
Rules:
- No show (at weekly meetup): rank worsens by 1
rank = rank + 1
- Starting ranks
- starting rank of a new player is determined by order of joining club (next available empty rank)
- after a ladder reset, initial ranks are randomly determined (gives worse players a chance to be at top)
- Ties are possible in ladder rankings
- Top 5 players can be officially challenged once per week by the same person
- if challenged again same week, rankings and stats of both players not affected (i.e. fun game)
- Fun games do not affect stats (wins/loss/ties) or rankings
- Higher ranked player beats a lower ranked player in a ranked match:
- stats get updated
- ranking do not get updated
- Lower ranked player beats a higher ranked player in a ranked match:
- higher ranked player: rank worsens by 1
rank = rank + 1
- lower ranked player: rank improves by half of rank difference
rank = rank - math.ceil((higher rank - lower rank) / 2)
- higher ranked player: rank worsens by 1
- Win/draw/loss ratio
((wins + (draws / 2)) / (wins + draws + losses)) * 100
- e.g. win:4, draw:10, loss:10 => (4 + 5) / 24 = 37.5%
Examples:
Example A: simple example to demonstrate lower ranked player beating a higher ranked player
----------
10: Jim
11: Bob
Bob beat Jim
Jim's new rank: 10 + 1 = 11
Bob's new rank: 11 - ceil((11 - 10) / 2) = 11 - 1 = 10
10: Bob
11: Jim
Example B: a more complicated example; should we allow ties?
----------
1: Alice
2: Bob
3: Chuck
4: Dave
Chuck beat Alice.
Alice's new rank: 1 + 1 = 2
Chuck's new rank: 3 - ceil((3-1)/2) = 3 - 1 = 2
now no one is ranked #1 or #3, we can either start rankings from first empty spot
1: Alice 1: Alice
1: Bob then Dave beats Chuck 1: Bob
1: Chuck (using displayed rank) 2: Dave
4: Dave 2: Chuck
or show actual rankings and hide empty rankings
2: Alice 2: Alice
2: Bob then Dave beats Chuck 2: Bob
2: Chuck 3: Chuck
4: Dave 3: Dave
5: Eve 5: Eve
or show actual rankings and display empty rankings
1: - 1: -
2: Alice, Bob, Chuck 2: Alice, Bob
3: - 3: Chuck, Dave
4: Dave then Dave beats Chuck 4: -
5: Eve 5: Eve
Example C: same as B but no ties allowed
---------
1: Alice 1: Chuck
2: Bob Chuck beat Alice 2: Bob
3: Chuck 3: Alice
this can get a lot more complicated, for example
1: Alice
2: Bob
3: Chuck
4: Dave
what are the rankings if Dave beats Alice?