{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"**Abstract**\n\nWe analyze punting by first trying to understand what the expected outcome of a punt should be given variables that are beyond the punter’s control.  Then we will use that expected outcome to rank punting in two different ways.  The first method will involve a variable called *Average Yards Added* (*AYA*).  This value can be positive or negative and will show how many yards a punter gained (or lost) for his team per punt, compared to the expected yardage based on league-wide averages.  Using a season’s worth of data, punters can then be ranked using *AYA*.  The second method will find the expected proportion of punts returned for each punter, based on their play-specific data.  This value will be compared to the actual number of punts returned.  In general, teams desire no punts to be returned.  So punters (and the coverage units) can be ranked based on the difference between the actual proportion and the expected proportion of punts returned.  We will provide rankings based on both methods using data from the 2018 season.\n\n","metadata":{}},{"cell_type":"markdown","source":"**Introduction**\n\nAlthough a typical punt is often one of the least dramatic plays in football, it is nonetheless quite complicated to analyze.  Thus, there is a lot of “noise” to filter out.  For example, punts can be blocked or muffed.  Snaps can be too low or too high. A penalty can occur, or a tackle can be missed on the return.  We will employ a few methods to simplify our analysis without losing the accuracy we desire.  First, we will train our model on the 2018 data and test it on the 2019 data.  Since 2020 was a strange year, we will generally not use that data, unless necessary.  Second, since we are trying to predict the outcome of a “clean” punt, we will throw out punts that will skew the average for whatever we are analyzing.  For example, a punt that is deflected and only travels a few yards will disproportionately affect the average distance a punt travels.  Finally, because there is so much variation in the data, we will group many numerical variables into discrete bins.  This will help us to tease out trends that may be hidden in the data.  For example, a useful variable will be *EZ*, the number of yards between the opposing endzone and the line of scrimmage.  We will categorize this variable into intervals of ten yards and look at averages of other variables for each of these intervals.  Then we will find the curve of best fit in each case.  This function can then be applied to the original “continuous” variable.\n\nOur analysis will make use of the following data sets, all available on Kaggle.com:\n\nPFFScoutingData.csv\n\ngames.csv\n\nplays.csv\n\ntracking2018.csv\n\ngames_weather.csv\n\nstadium_coordinates.csv\n\n\n","metadata":{}},{"cell_type":"markdown","source":"**Define the problem**\n\nOur goal is to find a metric that will quantify a player’s contribution, positive or negative, to the outcome of a punt.  For this analysis, this will simplify to two specific questions.\n1.\tFor a given punt, how many yards did a punter gain or lose for his team compared to the expected yardage based on the league average for similar punts?\n2.\tFor a punter’s season, how did the proportion of punts returned compare to the expected proportion based on the league average for similar punts?\n","metadata":{}},{"cell_type":"markdown","source":"**Calculating Average Yards Added**\n\nWe wish to find the expected distance of a typical “clean” punt.  We want to see what variables that are outside of the control of the players affect distance. In other words, we will assume the punt is not blocked, deflected, muffed, kicked out of bounds, faked, or kicked or returned in an unintended direction.  We will also assume there were no penalties or missed tackles or a bad snap.  There were 1234 such punts in the 2018 NFL season (from September to December).  Specifically, we wish to use this data to model kickLength and playResult which includes the return. \n\nFirst, we look at the overall averages.  The average for *kickLength* is 44.9 yards.  The average *kickReturnYardage* is 7.8 yards, and the average *playResult* is 40.5 yards.\n\nNext, we analyzed the variables *homeTeam*, *quarter*, *yardsToGo*, *gameClock*, *month*, and the lead for the punting team.  After testing potential trends against the 2019 data, we concluded we can ignore these variables.\n\nNow we look at a calculated variable: *Yards From Endzone*, denoted by *EZ*.  Not surprisingly, this will have the largest effect on *kickLength*, but only when distance is less than 65 yards.  The relationship appears to be linear for both *kickLength* and *kickReturnYardage*, so we will use the following models,\n\n$$kickLength=\\\\\n0.6EZ+10,\\quad EZ<65\\\\\n48.5,\\quad EZ≥65$$\n\nand\n\n$$kickReturnYardage=0.16EZ-4.$$\n\nNow we look at weather since this is also outside the players’ control.  We will consider *Temperature*, *WindSpeed*, and *WindDirection*.  Certainly precipitation has an effect, too.  But there are too few games involving significant rain or snow to make any meaningful conclusions.  Unfortunately, we only have hourly weather conditions and can not connect the exact temperature or wind conditions to a specific play.  So, we will take the average of all punts for a game and assign that average to the weather data for each hour.  We will assume weather has no effect on the return.  Notice that any game played in a dome or stadium with a retractable roof will be ignored.  This leaves 195 games to analyze given 1518 weather observations.  In spite of this blunt approach, a few insights can be gained.\n\nFirst, we look at *Temperature*.  It appears warmer temperatures correlate to longer distance for punts. So, we will add the following to our existing model for *kickLength*:\n\n$$Temp\\ correction= 0.07Temperature-4.1$$\n\nwhere *Temperature* is measured in degrees Fahrenheit. This is consistent with the findings in [M].\n\nNext, we look at wind.  One difficulty is that wind may vary from minute to minute and also depends on the direction of the kick compared to the direction of the wind.  Average *kickLength* will probably not be useful because the punts that benefit from the wind will potentially be balanced out by the punts that are hindered by the wind.  However, we may be able to discern the effect of the wind by analyzing the standard deviation of *kickLength* for each game instead.  If wind is having a noticeable effect, then there will be more variation between punt distances for windier games.  We focus on the component of the wind that is in the direction of the field.  In particular, we use the formula:\n\n$$Component\\ wind\\ speed=WindSpeed\\cos⁡(\\|WindDirection-StadiumAzimuthAngle\\|)$$\n\nwhere the norm symbol denotes reducing the angle to a value between 0 and 90 degrees.  This is sufficient since we know the wind will be having an effect for both directions of play on the field.\n\nLooking at the data, there is little correlation between average *kickLength* and wind speed, but a definite trend between the standard deviation of *kickLength* and wind speed.  Plotting the points indicates a quadratic fit.  \n\n<img src=\"attachment:9f25aa34-1b27-4648-8a80-f5af00495361.png\" width=\"600\">\n\nSince the mean of a half-normal distribution is approximately 0.8, we will multiply the quadratic function by 0.8:\n\n$$Positive\\ wind\\ correction=0.8(0.006TWS^2+0.02TWS)$$\n\nwhere TWS denotes the tail wind speed.  If a punter is kicking into the wind, then the correction should be subtracted.\nSince we don’t have play-specific weather data, these sub-models will not be tested on the 2019 data.  Some validation has already been achieved using the article quoted above.\n\nHow does elevation affect kicking distance?  Based on the information in [M], we would expect punts in Denver to travel much farther than the league average.  However, our data shows 2018 punts in Denver’s stadium only travel about a yard farther than the league average and ranks 8th overall in the league.  But this number could be skewed lower than expected by colder than average weather in Denver, or a below average punter for the home team.  So our new model is:\n\n$$expected\\ kickLength=kickLength + Temp\\ correction \\pm Positive\\ wind\\ correction.$$\n\nWe still need to factor in punts that lead to no return, including touchbacks.  The variable *playResult* includes a deduction of 20 yards for touchbacks.  Of course, before the kick, it is unknown whether the punt will end with a return, touchback, or no change in position.  So, our correction for these possibilities will be based on the likelihood of each occurring.  Since we are dealing with proportions, the margin of error for our estimates is large enough that we will use data for 2018, 2019, and 2020.  Also, we will assume the only relevant variable is *EZ*, the number of yards from the opposing end zone.  We analyze the data in 5-yard intervals.  Using these proportions and the model for *kickReturnYardage*, we can calculate the expected deduction to calculate *playResult*. \n\n<img src=\"attachment:1c01faaf-a8b8-40ec-bab3-2f00e5ecdb73.png\" width=\"600\">\n\nFitting two quadratic functions to the data yields the following piecewise model:\n\n$$playResult=kickLength+\\\\\n-0.0159EZ^2+1.5022EZ-38.63,\\quad EZ<57.5,\\\\\n-0.0068EZ^2+0.9639EZ-37.644,\\quad EZ≥57.5.$$\n\nWe can now verify our model using punt data for the 2018 season.  Using the 1448 punts that were not blocked, muffed, penalized, etc., we can calculate *YA* for each punt.  We then calculate the average *YA* for each punter, and then rank them accordingly.\n\n<img src=\"attachment:86e7f903-d287-488d-b5d9-155a30ed9714.png\" 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"},"86e7f903-d287-488d-b5d9-155a30ed9714.png":{"image/png":"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"},"9f25aa34-1b27-4648-8a80-f5af00495361.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"**Calculating Expected Proportion Returned**\n\nWe use the 2018 tracking data to model the proportion of punts returned.  We will focus on the 1347 punts that were returnable, but not muffed or blocked.  In particular, we look at the difference between the position and time of the ball when it was punted and when it was caught or landed on the ground.  The two variables that had the most impact on proportion returned were the difference in the x and y positions, denoted by ∆x and ∆y, respectively. \n\n<img src=\"attachment:78b6d6ce-9004-4fd2-a4b6-5b1a449395f4.png\" width=\"600\">\n\n<img src=\"attachment:c1369290-8653-45c6-9394-5a8e8b891859.png\" width=\"600\">\n\nA longer punt downfield corresponds (quadratically) to more returns, while a punt farther towards the sidelines from the punter results (linearly) in fewer returns.  The best fit model was found to be:\n\n$$Proportion\\ returned=(-0.000008∙\\Delta y+0.00075)\\cdot(\\Delta x-25)^2,\\qquad 25≤\\Delta x≤60.$$\n\nThe value is 0 for ∆x<25 and 1 for ∆x>60.  Recall ∆x and ∆y are based on the position the ball is punted from, rather than the placement of the ball on the line of scrimmage.\n\nWe can now test the model on the 1448 “clean” punts from the 2018 season.  \n\n<img src=\"attachment:0322e2c4-aa66-4955-8a12-309be6fc19fd.png\" width=\"800\">\n\nAlthough the table is labeled with punter’s names, it can not necessarily be assumed that the punter is responsible for a high or low ranking.  Nor can it be assumed that a high ranking is necessarily a positive.  For example, it would be undesirable for a team if no punts are returned because they all resulted in touchbacks or landed out of bounds.  There is some evidence that a higher ranking could be skewed by a disproportionate number of the former, but not the latter.\n\n<img src=\"attachment:41b80dba-11cf-4a62-9112-1df2c22665f8.png\" width=\"600\">\n\nIt could also be hypothesized that a longer *hangTime* would result in a better ranking.  But by plotting *hangTime* versus punter ranking, we see little evidence of that effect.\n\n<img src=\"attachment:615515f7-de63-4b34-9334-7b5578043a71.png\" 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"},"78b6d6ce-9004-4fd2-a4b6-5b1a449395f4.png":{"image/png":"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"},"41b80dba-11cf-4a62-9112-1df2c22665f8.png":{"image/png":"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"},"615515f7-de63-4b34-9334-7b5578043a71.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"**Future work**\n\nBoth of our models could be improved.  For the first, more players could be included in the model.  For example, how do the skills of the returner, gunners, or vises affect the return yardage?  Ideally, *Yards Added* could be calculated for each of these positions.  The sum of *YA* for all players would equal the difference between the *expected playResult* and the *actual playResult*.\n\nFor the second model, more analysis is needed to discern how much credit (or blame) a punt coverage unit deserves for a team’s ranking versus the punter.  Once again, player movement data would assist this analysis.\n\nFinally, for both models, more reflection by experts in the game should be done.  Even if the numerical values are accurate, what are their practical significance?  How big of a gap in *AYA* will affect a team’s W-L record over the course of a year?  Are there other variables that will overshadow these models? \n","metadata":{}},{"cell_type":"markdown","source":"**Reference**\n\n[M] Mancini, Mark. Physics and Football: How Denver’s Altitude Affects Field Goals\n\nhttps://entertainment.howstuffworks.com/physics-and-football-denvers-altitude-affect-field-goals.htm\n","metadata":{}}]}