Decade-wise player evaluation
During the 70s, India’s chances in a match relied more on the wicket-taking ability of its famous spin quartet than on the run-making ability of its batsmen. This trend has seen a stunning reversal, especially post the 90s and since then, the dependability has been reversed.
Nevertheless, as most of you would agree, India has produced lesser number of ‘great’ bowlers than its rivals in international cricket (bar New Zealand, Sri Lanka), which is one of the reasons why India has not been able to win overseas on a consistent basis.
Fancy this, amongst all Indian bowlers to have taken 200 test wickets, no bowler averages lower than Ravichandran Ashwin’s 25.06. This is the highest (worst, that is!) average amongst all test playing nations, all of which have at least one bowler with an average of less than 23.
Table 5: Lowest Bowling Average
Team | Bowler | Average |
India | Ravichandran Ashwin | 25.06 |
South Africa | Dale Steyn | 22.24 |
Australia | Glenn Mcgrath | 21.64 |
West Indies | Malcolm Marshall | 20.94 |
Sri Lanka | Muttiah Muralitharan | 22.72 |
England | Fred Trueman | 21.57 |
New Zealand | Richard Hadlee | 22.29 |
Zimbabwe | Heath Streak | 28.14 |
Pakistan | Imran Khan | 22.8 |
One way to ascertain the extent of this dependability is to look at how better/worse off the batting and bowling averages have been when compared to the overall averages in the said period. Taking a decade-wise look at this trend just goes to prove the hypothesis stated above.
There has only been one decade (1990s) where Indian bowlers conceded lesser number of runs than the average yield in that decade. Batting, on the other hand, has seen a tremendous reversal, from scoring terribly less than other batsmen in the 1930s (29%), Indian batsmen have gone ahead of the curve in the 1990s and 2000s.
The number for the 2010s presents a challenge, as replacements for India’s retired stellar batsmen look to find their mark.
Table 6: Decade-wise Bowling efficacy
Decade | 1930s | 1940s | 1950s | 1960s | 1970s | 1980s | 1990s | 2000s | 2010s |
All Teams | 32.15 | 35.34 | 28.54 | 32.10 | 31.90 | 32.09 | 33.75 | 34.10 | 31.51 |
India | 38.40 | 46.67 | 35.09 | 34.14 | 33.40 | 36.39 | 33.46 | 34.98 | 34.32 |
Factor | 19% | 32% | 23% | 6% | 5% | 13% | -1% | 3% | 9% |
Table 7: Decade wise Batting efficacy
Decade | 1930s | 1940s | 1950s | 1960s | 1970s | 1980s | 1990s | 2000s | 2010s |
All Teams | 31.12 | 34.26 | 27.38 | 30.81 | 30.76 | 30.45 | 29.45 | 32.02 | 32.30 |
India | 22.04 | 24.66 | 26.45 | 28.06 | 30.05 | 32.13 | 33.10 | 35.98 | 33.03 |
Factor | -29% | -28% | -3% | -9% | -2% | 6% | 12% | 12% | 2% |
Decade-wise batsmen evaluation
If your average cricket fan is asked to name three of the greatest cricketers that India has produced over the years, the most probable names would be: Sunil Gavaskar, Kapil Dev and Sachin Tendulkar. Although Rahul Dravid might replace Gavaskar for younger Indian cricket fans, the question is unlikely to bring out any other names beyond these four people.
Without ever contesting the stature of the players named above, one should also concede that there have been many who have contributed significantly to India’s performances over the years. We shall now take a decade-wise look at the most prolific and the most pivotal players in each of them.
For this exercise, I have followed a very simple arithmetic:
#1 Mentioned the most prolific batsman/bowler in a said decade.
#2 Calculate a prolificacy factor, arrived at by dividing his total runs by the number of runs of the next best.
#3 Calculate an efficacy factor, by dividing the average of the most prolific batsman/bowler by the next best.
#4 In case some other cricketer has a better batting/bowling average (considering a suitable cut-off), that average is considered as the benchmark.
#5 Multiply both the factors to arrive at an overall ‘Value Factor’.
A similar arithmetic has been followed to calculate the value factor for performance in wins, to give a balanced/alternate view of performance value.
Higher the value factor for a player during any decade would mean that the team’s fortunes depended more on his shoulders than anyone else. A high-value factor would likely have an adverse affect on the team’s W/L ratio (though it hasn’t been tested).
The table brings out names that won’t surprise many; those who follow the game would have known that Sachin Tendulkar, Rahul Dravid, and Sunil Gavaskar’s name to come up as the most prolific batsmen in their respective decades. What the table demonstrated is the extent to which these batsmen were better than the next best. From the 1940s onwards, Vijay Hazare, with a factor of 1.58, has been the most prolific batsmen in any decade, followed by Sachin Tendulkar (1.55-1990s) and Sunil Gavaskar (1.22-1970s).
Sachin Tendulkar’s scores seem all the more remarkable because more players than ever were having an extended run. Rahul Dravid’s factor is also remarkable given the talent around in that decade, and his ability to outshine them is a testament to his value and genius.
Table 8: Batsman Value (All Matches)
Decade | Player Name | Mtchs | Runs | Avg | Following Batsman | Runs | Following Batsman (Avg) | Avg | Prolificacy Factor | Efficacy Factor | Value Factor |
1930s | V.Merchant | 6 | 460 | 38.33 | CK Nayadu | 350 | D.Hussain | 42.33 | 1.31 | 0.91 | 1.19 |
1940s | V.Hazare | 13 | 1095 | 49.77 | R. Modi | 695 | R.Modi | 49.78 | 1.58 | 1.00 | 1.58 |
1950s | P.Umrigar | 43 | 2520 | 39.38 | P. Roy | 2280 | V.Hazare | 45.7 | 1.11 | 0.86 | 0.95 |
1960s | C.Borde | 45 | 2562 | 37.13 | MAK Pataudi | 2552 | P.Umrigar | 51.47 | 1.00 | 0.72 | 0.72 |
1970s | S.Gavaskar | 60 | 5647 | 55.91 | G. Vishwanath | 4611 | S.Gavaskar | 55.91 | 1.22 | 1.00 | 1.22 |
1980s | D.Vengsarkar | 71 | 4501 | 46.89 | S. Gavaskar | 4475 | M.Amarnath | 47.73 | 1.01 | 0.98 | 0.99 |
1990s | S.Tendulkar | 69 | 5626 | 58.00 | M. Azharuddin | 3880 | V.Kambli | 54.20 | 1.45 | 1.07 | 1.55 |
2000s | R.Dravid | 102 | 8535 | 55.42 | S.Tendulkar | 7129 | G.Gambhir | 56.73 | 1.20 | 0.98 | 1.17 |
2010s | V.Kohli | 45 | 3245 | 45.07 | S.Tendulkar | 2951 | S.Tendulkar | 50.01 | 1.10 | 0.90 | 0.99 |
Decade-wise bowler evaluation
If the bowling chart brings out one stunning statistic, it is that Kapil Dev in 80s carried the entire bowling on his shoulders, he was doing with an effect that none of the Indian bowlers have even come close to. His factor of 2.17 is followed by Anil Kumble (1.75-1990s) and Erapalli Prasanna (1.38-1960s).
India’s low W/L ratio during the 1980s and 1960s (0.524 and 0.429) is a likely outcome of it’s over dependence on one star performer.
Table 9: Bowler Value (All Matches)
Decade | Player Name | Mtchs | Wkts | Ave | Following Bowler (Wkts) | Wkts | Following Bowler (Avg) | Avg | Wkts Factor | Ave Factor | Overall Factor |
1930s | Amar Singh | 7 | 28 | 30.64 | M.Nisar | 25 | M.Nisar | 28.25 | 1.12 | 0.92 | 1.03 |
1940s | V.Mankad | 13 | 40 | 41.65 | L.Amarnath | 29 | D.Phadkar | 30.22 | 1.38 | 0.73 | 1.00 |
1950s | S.Gupte | 31 | 134 | 29.13 | V.Mankad | 122 | G.Ahmed | 28.18 | 1.10 | 0.97 | 1.06 |
1960s | E.Prasanna | 22 | 113 | 27.05 | B.Nandkarni | 76 | S.V'Raghavan | 25.17 | 1.49 | 0.93 | 1.38 |
1970s | B.Bedi | 48 | 196 | 29.79 | B.C'Shekhar | 180 | Kapil Dev | 27.73 | 1.09 | 0.93 | 1.01 |
1980s | Kapil Dev | 80 | 272 | 29.54 | R.Shastri | 141 | R.Binny | 33.28 | 1.93 | 1.13 | 2.17 |
1990s | A.Kumble | 58 | 264 | 27.81 | J.Srinath | 162 | V.Raju | 29.79 | 1.63 | 1.07 | 1.75 |
2000s | A.Kumble | 74 | 355 | 31.03 | H.Singh | 322 | H.Singh | 30.31 | 1.10 | 0.98 | 1.08 |
2010s | R Ashwin | 36 | 193 | 25.20 | I.Sharma | 155 | R.Jadeja | 23.71 | 1.25 | 0.94 | 1.17 |
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