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Formbook Expectation | Test Match Progress | T20 Match Progress (RAAR) | Team Ratings | Player Influence Ratings (MR)

PLAYER INFLUENCE RATINGS

This is an example of Ben Stokes's match wise influence record. It is organized by year and each square represents a match. Click of the square to see the link to the match.

BEN STOKES

ODI BATTING

ODI BOWLING

T20 BATTING

T20 BOWLING

TEST BATTING

TEST BOWLING

The player influence ratings are a measure of the influence of the player on the match. They do not consider the result of the game. They are calculated for each match for batting and bowling, and not for each innings. They are listed as "MR" in the player tables.
The influence rating for **Test and ODI batting** considers four factors:

1. The runs scored (r)

2. The runs scored at the other end while the player was at the wicket. This is calculated as the ratio of the player's runs per dismissal to the runs per dismissal at the other end. (rpw_ratio)

3. The player's run share. This is calculated as the player's share of the runs scored by the team. (rsh)

4. The quality of the opposition bowling (this is based on the formbook model) (opp_bowl)

Note: The run share (rsh) for the **ODI batting** is the ratio of scoring rates for player and rest of the team. Since opp_bowl for ODIs is given in terms of runs per 300 balls, the factor of 10 is applied.

test_batting_influence = r*rpw_ratio*rsh/opp_bowl odi_batting_influence = 10.0*r*rpw_ratio*rsh/opp_bowl

The influence rating for **Test and ODI bowling** considers five factors:

1. The wickets taken (w)

2. The opposition batting strength (based on the formbook model) (opp_bat)

3. The player's share of the teams bowling (bowl_share)

4. The player's share of the team's wickets (w_share)

5. The player's share of runs conceded by the team (rc_share)

bowling_influence = w*opp_bat*bowl_share*w_share/rc_share

The **T20 batting and bowling rating** involves 5 factors:

1. The average score for a batsman (for the batting rating) who plays the number of balls in the innings in question (exp)

2. The projected number of runs the batsman would score in 120 balls for less than or equal to 10 dismissals (proj_r)

3. The opposition bowling (for the batting rating) or batting strength (for bowling rating) given by the formbook model.

4. The number of runs the bowler (for the bowling rating) would concede in 24 balls (proj_r)

5. The balls faced by the batsman (bf) or the balls bowled by the bowler (bb).

t20_batting_influence = bf*(proj_r/opp_bowl)*(proj_r/exp)

t20_bowling_inflence = bb*(opp_bat/proj_r)*(exp/proj_r)