Searching for ODI's "Most Valuable Players"

What makes a cricketer valuable in ODI cricket?

If he's a batsman he must score a lot of runs, and score these runs quickly.

If he's a bowler he must take a lot of wickets, and concede as few runs as possible.

As a fielder he must take every catch that comes his way, help effect run outs and save as many runs as possible.

The most valuable cricketer must also possess attributes that are harder to quantify. ‘Grit', 'determination ', 'flair ', 'cool ', 'courage' and all those others qualities that commentators love to eulogize.

Let's leave out these ‘hard-to-quantify' variables and attempt a simpler formulation that still seems sensible and interesting.

Let's decide that every run scored fetches a point. So if a batsman scores 60, he gets 60 points. Let's agree that every wicket is worth 20 points. So a bowler who takes 3 wickets also gets 60 points. Finally, let's say that every catch taken is worth 5 points.

Next, we must give more points to a batsman who scores 60 in 60 balls than someone who scores 60 in 100 balls. We must, likewise, reward a bowler who gets 3-25 more than someone who gets 3-55. How could we do this?

The average number of runs scored in ODI cricket is about 225. This is usually scored in 300 balls (50 overs) implying a strike rate of (225/300) x 100 = 75.

So we would normally expect a batsman to score 75 runs in 100 balls. If he gets a century in 100 balls, we offer him 100-75 = 25 bonus points. So these 100 runs fetch him a total of 100+25=125 points. By the same argument we expect a batsman to score 45 runs in 60 balls. If he scores 60 runs, he gets 15 bonus points or a total of 60 + 15 = 75 points. It works the other way if you score slowly. A 60 scored in 100 balls, i.e. 15 runs less, would fetch only 60–15 = 45 points.

Let's consider the bowler's performance now. The batsman's strike rate (SR) is equated with the bowler's economy rate (ER): in effect, a SR of 75 implies an ER of (75/100) x 6 = 4.5 runs per over.  Thus, if he bowls 10 overs, he's expected to give away only 45 runs. So a bowler with figures of 10-0-25-3 gets 60 points for the 3 wickets and 20 bonus points -- because he gave away 20 runs less than expected. So this performance will fetch the bowler 60+20 = 80 points. If, instead, the bowler has figures of 10-0-55-3, then he gets 60 points for the 3 wickets but loses 55-45 = 10 points for his poor economy to end up with 60-10 = 50 points.

Notice, in passing, that negative marks are possible. A batsman scoring 30 in 100 balls (he should actually have scored 75 runs) ends up with 30-45 = -15 points. Similarly, a bowler with figures of  6-0-37-0 also ends up with -10 points (he should have only given away 4.5 x 6 = 27 runs, i.e. 10 runs less).

When we worked out this formulation a few weeks ago it looked sufficiently attractive. So we requested the Rediff team to dig into the archives and compile the relevant statistics, over the period January 1st 2001 31st December 2002, for all the 15 x 7 =135 players representing the top nine ODI playing countries.

Our analysis was great fun and contained unexpected surprises.

Kallis' value was 8 points more than Tendulkar's -- confirming what everyone really knows; that an outstanding all-rounder like Jacques Kallis is priceless in ODI cricket and even more valuable than a Tendulkar or a Muralitharan.

Since our values appeared sensible we undertook a similar analysis for all the 135 players from the top nine ODI-playing teams. Our results were extremely revealing, but there was a minor hitch. Certain players like Blackwell and Harmison of England, Blignaut of Zimbabwe or Parthiv Patel of India -- who have so far played too few games for their values to become ‘stable' -- appeared in the top ten. So we decided to consider only those ODI players who have played at least 10 matches for their team in 2001 and 2002. With this correction, we got extremely satisfactory results.

The table below lists ODI's Most Valuable Players (MVPs) from the 2003 World Cup squads (there are some truly valuable players -- e.g. the Waugh brothers -- missing from our list) based upon our allround performance index

The biggest surprise was to find Chris Gayle right at the top. He's up there because he scored a lot of runs (1819), scored them at a strike rate of almost 85, took 39 wickets, bowled at an acceptable economy rate (4.86) and also took 22 catches -- and all this in only 42 matches.

There are some other easy conclusions: to make it to the top 10, you must ideally be an excellent all-rounder. You can also make it to the top if you are outstanding in one skill and dabble with some success in the others. If you are excellent in only one skill, expect to be only in the next ten or twenty.

Finally, if we add up the total (not averaged) player tally country-wise, we get the following aggregate score over the 15-man squad that each country is fielding:

South Africa are at the top because they have the best collection of all-rounders. Pakistan are second because they have the second best set of all-rounders. Sri Lanka and India have among the most talented individual players.

The real surprise is Australia at No. 5. It is easy to see that this is because the Waugh brothers are absent and are being replaced by relatively inexperienced players like Martyn and Maher; together, the Waughs would have contributed at least 3000 points more to the tally -- putting them right at the top! Australia, not to mention World Cup viewers, are going to miss them sorely.