Argentina 71 Venezuela 76 Finalizado BRONCE
Mexico 86 Canada 87 Finalizado SEMIFINAL
Argentina 78 Mexico 70 Finalizado SEMIFINAL
Canada 78 Venezuela 79 Finalizado Ronda 2
Mexico 95 Argentina 83 Finalizado Ronda 2
Uruguay 69 Puerto Rico 80 Finalizado Ronda 2
Dominicana 103 Canada 120 Finalizado Ronda 2
Panama 62 Venezuela 75 Finalizado Ronda 2
Mexico 73 Canada 94 Finalizado Ronda 2
Panama 71 Puerto Rico 78 Finalizado Ronda 2
Venezuela 75 Uruguay 77 Finalizado Ronda 2
Argentina 92 Dominicana 84
- NCAA (I Div)
- CBA (Continental Basketball Association)
- ULEB Euroleague
- ULEB Eurocup
- Liga Adriatica
- Bundesliga (Alemania)
- LNB (Argentina)
- TNA (Argentina)
- NBL (Australia)
- WNBL (Australia)
- CNBM (Brasil)
- Libsur (Chile)
- CBA (China)
- KBL (Corea del Sur)
- BasketLigaen (Dinamarca)
- ABASACA (Rep. Dominicana)
- ACB - Liga Endesa (España)
- LEB Oro (España)
- Liga Femenina (España)
- PBA (Filipinas)
- Korisliiga (Finlandia)
- Naisten Korisliiga (Finlandia)
- LNB (Francia)
- BBL (Gran Bretaña)
- ESAKE A1 Ethniki (Grecia)
- FEB Eredivisie (Holanda)
- KKI (Islandia)
- Ligat Ha'Al (Israel)
- Lega Basket Serie A (Italia)
- Lega Due (Italia)
- LKL (Lituania)
- BasketLigaen (Noruega)
- NBL (Nueva Zelanda)
- PLK (Polonia)
- BSN (Puerto Rico)
- Mattoni NBL (Republica Checa)
- BasketLigan (Suecia)
- TBL (Turquia)
- LPB Venezuela
- Ex Liga RFS Yugoslavia
The Floating Line is a global performance indicator based on the player's statistical contribution average for every complete game. One or more statistical sections could be considered, and we will take into account fixed reference values which, also, keep a specific relation each other.
In FIBA basketball (40 minute games) let be these the following parameters:
- 10 points, divided as 1 3-pointer made, 2 2-pointers made, and 3 free throws made;
- 5 total rebounds;
- 2,5 assists;
- 1,25 steals;
- 1 block.
If a player holds these averages for every 40 minutes played, he's exactly above the floating line, this is, his floating line value will be 1. A player due to his specific role within the game will be specialized more in a section rather than the other.
The floating line will try to canalize this statistical contribution into a full performance number. Therefore, we will divide the averages per 40 minutes played of every statistical section by its respective media reference, we will sum their quotients and we will divide it by the total of available criteria. We can use it for a game, for a season, or for a entire career.
Let's see an example:
Sergio Rodríguez, point guard from Real Madrid in Liga Endesa (Spanish ACB), in 34 regular season games of 2011-12 season he disputed 614 minutes, in which he scored 197 points (19 3-pointers, 52 2-pointers and 36 free throws made), grabbed 66 rebounds, dished 130 assists, stole 25 balls and blocked twice. His per-game averages are 5.8 points (0.6 3pts, 1.5 2pts, 1.1 ftm), 1.9 rebs, 3.8 asts, 0.7 stls and 0.1 blks. However, he only disputed 18 minutes per game.
Translated in averages every 40 minutes we have 12.8 pts (1.2 3pts, 3.4 2pts and 2.3 ftm), 4.3 rebounds, 8.5 assists, 1.6 steals and 0,1 blocks. We will procede to divide every one of these values by its media reference:
PTS: 12.8 / 10 = 1.28
3PM: 1.2 / 1 = 1.2
2PM: 3.4 / 2 = 1.7
1PM: 2.3 / 3 = 0.8
REB: 4.3 / 5 = 0.86
AST: 8.5 / 2,5 = 3.4
STL: 1.6 / 1,25 = 1.3
BLK: 0.1 / 1 = 0.1
FLV (Floating Line Value) = (1.28 + 1.2 + 1.7 + 0.8 + 0.86 + 3.4 + 1.3 + 0.1)/8 = 1.33
We can figure out that Sergio Rodríguez has a specific point-guard role, where his main skill is undoubtedly the assists (3.4 per game, 8.5 for every 40 minutes, a very high average for being FIBA), however in other aspects like blocks he's almost null, and for being a point-guard he's not esentially a three-point shooter (0.6 per game, 1.2 for every 40 minutes), thus it's justified that his global value be somewhat above his performance media.
Generally players who have a Floating Line Value higher than 1 are those who their total efficiency rating is higher than their points average for every 40 minutes played.
Matias Barmat (@worldhoopstats)
Lecturas: 882 - 2012-12-02
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