Bayes linear statistics

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List of National League Slugging Percentage Leaders

The National League slugging percentage Leader is the Major League Baseball player in the National League who has the highest slugging percentage in a particular season.[1]

In baseball statistics, slugging percentage' (abbreviated SLG) is a popular measure of the power of a hitter. It is calculated as total bases divided by at bats:

SLG=(1B)+(2×2B)+(3×3B)+(4×HR)AB

where AB is the number of at-bats for a given player, and 1B, 2B, 3B, and HR are the number of singles, doubles, triples, and home runs, respectively. Walks are specifically excluded from this calculation.

Currently, a player needs to accrue an average of at least 3.1 plate appearances for each game his team plays in order to qualify for the title. An exception to this qualification rule is that if a player falls short of 3.1 plate appearances per game, but would still have the highest batting average if enough hitless at-bats were added to reach the 3.1 average mark, the player still wins the slugging percentage championship.

The latest example of this exception being employed was in 2007, when Ryan Braun had a .634 slugging percentage, but only 492 plate appearances – 10 short of the 502 necessary. The addition of 10 hitless at-bats would have lowered his slugging percentage to a value that was still better than anyone else in the league, so Braun was the National League slugging percentage champion. A similar situation occurred when Tony Gwynn won the NL batting title in 1996.[2]

Year-by-Year National League Slugging Percentage Leaders

Ryan Braun
Larry Walker
Joe Morgan
Willie Mays
Duke Snider
Johnny Mize
Rogers Hornsby
Honus Wagner

+ Hall of Famer

A ** by the stat's value indicates the player had fewer than the required number of plate appearances for the SLG title that year. In order to rank the player, the necessary number of hitless at bats were added to the player's season total. The value here is their actual value, and not the value used to rank them.

References

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