/DataVis

Using a bubble chart to demonstrate that from a dataset of 1,157 baseball players, right-handed players have lower batteling average and home run counts.

Primary LanguageHTML

Summary

The baseball data set includes data from 1,157 baseball players including their names, handnesses, weight, height, battling average (AVG) and home run count (HR). In this visualization, I plan to show that while there are far more right-handed baseball players in this data set, that have lower battling averages and home run counts compared to left-handed and both-handed players.

Design

First draft

From my exploratory data analyses, I have noticed that:

  • Right-handed players have lower average AVG and HR than other handedness groups, and
  • AVG and HR are exponentially related.

As a result, I attempted to demonstrate this two trends by using a simple scatter plot, owing to the fact that these two variables are continuous variables and I intend to show their relationships. Because AVG and HR are exponentially related, I decided that HR should be log-scaled.

Rather than the default color scheme used by Dimple.js, I used ColourBrewer Qualitative 3-Class Dark2 scheme, which is colorblind-safe.

Design Changes after the first round of feedback

The only feedback I obtained from the first draft is that the while it communicated exponential relationship between AVG and HR, the fact that right-handed players have lower AVG and HR than the other two groups is not clear. Thus, I decided to show some measures of central tendencies of the handedness groups on the graph by superimposing dual-measure area charts to demonstrate "the most center players" from each handedness group. My code in determining the distance between a player's statistics to the center was implemented as and R script ./data/baseball.data.R. This script used the dplyr module to perform the following steps:

  1. Since AVG is a ratio between 0 to 1 and HR is a count, they are both first rescaled to a 0-100 scale.
  2. For each handedness group, the geometric center point on the Cartesian plane is calculated as (group AVG mean, group HR mean).
  3. Euclidean distances between each player and their corresponding group's center point were calculated.
  4. The percentiles of the distances from group centers in (3) were determined for each player.

The output of this R script is written as ./data/baseball_data_remodeled.csv.

Within the HTML file, JavaScript was used to subset data for those players that are at the lowest distance quantile as data_filtered. data_filtered was then used to draw dual-measure area charts and superimposed over the original scatter plot, which was plotted using the unfiltered data. Separate legends tracks were generated to the two series and hand-tuned to match the series' aesthetics.

Design Changes after the second round of feedback

Commentators noted the second draft was overly busy and the narrative is still unclear. Therefore I decided to remove one narrative, i.e. the exponential relationship between AVG and HR, from the visualization. This is because the Project's Data Set Options page prefers a visualization that shows differences among the performance of the baseball players, thus the relationship between AVG and HR is less important.

The coding of the narrative was also changed. Since I am now only presenting group means of AVG and HR, normal scatter plot is no longer appropriate as I am no longer visualizing the relationship between individual players' performance metrics. However, since AVG and HR are both continuous variables, I decided to use bubble chart, a similar coding. In a bubble chart, each bubble represents each group and the bubble size is proportional of the number of players within the group.

Since I no longer intend to show the exponential relationship between AVG and HR, the Y-axis for HR was no longer log-scaled, and given the small number of data points, the limits of the axes were hand-adjusted to maximize the size of the dots.

In addition, based on feedback I have also removed the grid lines to decrease the amount of ink on the plot.

Note: Due to issues I have with Github this draft is not shown up in the repo's history. A more complete history of this draft and the next can be view in my Gist.

Design Changes after the third round of feedback

The last round of feedback indicates the axis labels were unclear about what these numbers, so I clarified those were group averages, and the number of players per group were also plotted on the circles by calling the __data__ objects. The main graph title was also edited to show this is a group-based comparison.

While not initiated by any feedback, I have also unified the font-family attributes of all text-based items on the visualization to sans-serif.

Design Changes after the first submission attempt

The grader noted that the z axis in the bubble graph code in Dimple.js controls the radii of the bubbles, which would cause inappropriate bubble comparisons. Based on his recommendations, I rescaled the basis for radius determination in Dimple.js (__data__.r) to 30*Math.sqrt(r). The constant factor of 30 was added to prevent Dimple.js from drawing bubbles of radii Math.sqrt(r), which means even for the largest group (right-handed players), the plotted bubble will only a radius of 28 pixels. The number 30 was chosen to be such that the bubble for right-handed group would be similar in size as the previous one.

I also implemented the suggested change to remove players with zero AVG and changing the title.

While not completely related to the grader's feedback, I also edited the z axis from the Dimple.js object such that the mouseover text--called getToolTipText in Dimple.js--refers to the number of players in each handedness group in the mouseover text as "Number of players" rather than the non-indicative "name." As a result, the group sizes plotted on top of the bubbles were removed as unnecessary.

Feedback

First draft

Feedback on the first draft was requested on Udacity forums in late August. After handling technical issues on setting up the Gist, I have only received one feedback from Myles. The main comments surrounding the visualization are:

  • A lack of comment to explain the aim of the visualization,
  • While the positive relationship between the HR and AVG is visible, the visualization provided no clear relationship between handedness and both HR and AVG.

Because of this I attempted to create visualizations for the central tendencies between the handedness groups as described above.

Second draft

Feedback for the second draft was requested on September 20, 2016, which also included the intended narrative and discussed the data transformations used.

Two users, "georgeliu" and "CtrlAltDel" responded to the request. Both users opined that:

  • The visualization was overly busy and distracting to the viewer, and
  • The gridlines can be removed, as the usage of mouseover effects makes the gridlines unnecessary.
  • Further introduction is needed.

"CtrlAltDel" also opined:

  • I should explore some other types of encoding for the visualization, and
  • Considering using the proportion of home runs on the Y-axis.

The first three points have been implemented in the next draft by concentrating on the narrative about handedness and performance (and thus effectively changing the visualization into a bubble graph), removing the gridlines, writing an introduction that is similar to the current summary, and changing the graph headline.

However, as for CtrlAltDel's other suggestions, he had latter conceded that his second opinion is logically faulty. as for his suggestion, it's my own opinion that scatter plot is adequate to visualize two continuous and one categorical variables, and the ability to visualize both continuous variables can be important, so I maintained the use of scatter plot, but with heavy changes.

Third draft

Feedback for the third draft was requested on September 22, 2016. Only one person, luismirandacruz, responded. His opinion included the following:

  • The graphic is overly large and is hard to read,
  • It is unclear if I intended to compare HR and AVG,
  • Whether the home run count is in "average per player", and
  • The variables in the visualization are not self-explanatory. E.g., the size of the circles; suggesting I make it clear by labelling the number of players inside the circle.

I have fully implemented his third point in the final draft by clarifying in the axis labels that they are group averages, and took his advice on the fourth point on labelling the circles with the appropriate player counts, I decided to not act on his first two points. The resolution used in the SVG is 1400px X 800px, which is inherited from some of this course's projects and should be acceptable in modern monitors. As for the second point, since I do intend to compare the AVG and HR between the handedness groups, it is considered moot.

Final draft

The final draft is marked as an update for the third draft's feedback request on September 22, 2016; no response has been received as of date of first submission.

First submission

The grader requested several changes from the project as visualization is concerned:

  • The circle radii in Dimple.js' bubble plots should be encoded to the square root of the variable, rather than the default of the untransformed variable. "Otherwise, doubling the value will end up quadrupling the area, which isn't a fair representation of the relationship."
  • "The text for right handed players isn't matching the count in the tooltip", and
  • "The visualization doesn't make it clear what variable is encoded to circle radius. Make sure there's a note on the chart about what is being encoded; alternatively or in addition, the tooltip text could be changed to say something like "sample size"."
  • The title should be changed to one more acceptable to a explanatory visualization.
  • The data set should be filtered to removed players with zero AVG, as those are probably pitchers who never batted.

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