Outline


    01. Categorical data

    02. Numeric data


    Dataset

    Videogames



    • Load packages:
    library(dplyr)
    library(summarytools)
    library(ggplot2)


    • Load the data:
    Videogames <- read.csv("Video_Games_Sales_as_at_22_Dec_2016.csv")


    Categorical data

    Contingency tables or crosstab - overview


    • Data screening
    view(dfSummary(Videogames))


    • Crosstab for absolute frequencies - table way:
    table(Videogames$Genre, 
          Videogames$Rating)
                  
                          AO    E E10+   EC  K-A    M   RP    T
                      2    0    0    0    0    0    0    0    0
      Action       1182    1  416  481    1    0  608    0  681
      Adventure     857    0  162   68    2    0   99    0  115
      Fighting      411    0    8   19    0    0   49    0  362
      Misc          868    0  457  167    5    1   13    0  239
      Platform      319    0  358  144    0    0    3    0   64
      Puzzle        238    0  289   43    0    0    0    0   10
      Racing        377    0  585   96    0    0   18    1  172
      Role-Playing  723    0   84  111    0    0  162    0  420
      Shooter       304    0   48   58    0    0  565    0  348
      Simulation    305    0  326   48    0    0    5    0  190
      Sports        839    0 1188  107    0    0   16    0  198
      Strategy      344    0   70   78    0    2   25    2  162


    Bar chart


    • Select games without any age restrictions and games with the age restriction for teens, dplyr way:
    glimpse(Videogames %>%
              filter(Rating %in% c("E", "T")) %>%
              droplevels(), 
        width = 50)
    Observations: 6,952
    Variables: 16
    $ Name            <fct> Wii Sports, Mario Kar...
    $ Platform        <fct> Wii, Wii, Wii, DS, Wi...
    $ Year_of_Release <fct> 2006, 2008, 2009, 200...
    $ Genre           <fct> Sports, Racing, Sport...
    $ Publisher       <fct> Nintendo, Nintendo, N...
    $ NA_Sales        <dbl> 41.36, 15.68, 15.61, ...
    $ EU_Sales        <dbl> 28.96, 12.76, 10.93, ...
    $ JP_Sales        <dbl> 3.77, 3.79, 3.28, 6.5...
    $ Other_Sales     <dbl> 8.45, 3.29, 2.95, 2.8...
    $ Global_Sales    <dbl> 82.53, 35.52, 32.77, ...
    $ Critic_Score    <int> 76, 82, 80, 89, 58, 8...
    $ Critic_Count    <int> 51, 73, 73, 65, 41, 8...
    $ User_Score      <fct> 8, 8.3, 8, 8.5, 6.6, ...
    $ User_Count      <int> 322, 709, 192, 431, 1...
    $ Developer       <fct> "Nintendo", "Nintendo...
    $ Rating          <fct> E, E, E, E, E, E, E, ...


    • Bar chart - absolute frequencies, genres of videogames by ratings
    # Data
    Videogames_Everyone_Teens <- Videogames %>%
                            filter(Rating %in% c("E", "T")) %>%
                            droplevels() # drop unused levels 
    # Plot
    ggplot(Videogames_Everyone_Teens, aes(x = Genre, fill = Rating)) + 
      geom_bar(position = "dodge")


    • Bar chart - absolute frequencies, genres of videogames by ratings - changing the X-axis’s text angle:
    Videogames_Everyone_Teens_Bar_Plot <- Videogames %>%
                                  filter(Rating %in% c("E", "T")) %>%
                                  droplevels() %>%
      ggplot(aes(x = Genre, fill = Rating)) + 
        geom_bar(position = "dodge") + 
        theme(axis.text.x = element_text(angle = 90))
    Videogames_Everyone_Teens_Bar_Plot


    Contingency tables or crosstab - relative frequencies


    • Crosstab with rating and genres:
    GenreRating = table(Videogames_Everyone_Teens$Genre, 
                        Videogames_Everyone_Teens$Rating)
    GenreRating
                  
                      E    T
      Action        416  681
      Adventure     162  115
      Fighting        8  362
      Misc          457  239
      Platform      358   64
      Puzzle        289   10
      Racing        585  172
      Role-Playing   84  420
      Shooter        48  348
      Simulation    326  190
      Sports       1188  198
      Strategy       70  162


    • Relative frequenices - total:
    prop.table(GenreRating)
                  
                             E           T
      Action       0.059838895 0.097957422
      Adventure    0.023302647 0.016542002
      Fighting     0.001150748 0.052071346
      Misc         0.065736479 0.034378596
      Platform     0.051495972 0.009205984
      Puzzle       0.041570771 0.001438435
      Racing       0.084148446 0.024741082
      Role-Playing 0.012082854 0.060414269
      Shooter      0.006904488 0.050057537
      Simulation   0.046892980 0.027330265
      Sports       0.170886076 0.028481013
      Strategy     0.010069045 0.023302647


    • Relative frequencies - rows, rounded by 3 digits:
    round(prop.table(GenreRating, 1), 3)
                  
                       E     T
      Action       0.379 0.621
      Adventure    0.585 0.415
      Fighting     0.022 0.978
      Misc         0.657 0.343
      Platform     0.848 0.152
      Puzzle       0.967 0.033
      Racing       0.773 0.227
      Role-Playing 0.167 0.833
      Shooter      0.121 0.879
      Simulation   0.632 0.368
      Sports       0.857 0.143
      Strategy     0.302 0.698


    • Relative frequencies - columns, rounded by 2 digits:
    round(prop.table(GenreRating, 2), 2)
                  
                      E    T
      Action       0.10 0.23
      Adventure    0.04 0.04
      Fighting     0.00 0.12
      Misc         0.11 0.08
      Platform     0.09 0.02
      Puzzle       0.07 0.00
      Racing       0.15 0.06
      Role-Playing 0.02 0.14
      Shooter      0.01 0.12
      Simulation   0.08 0.06
      Sports       0.30 0.07
      Strategy     0.02 0.05


    Bar chart for relative frequencies


    • Proportions of genres by rating:
    ggplot(Videogames_Everyone_Teens, aes(x = Genre, fill = Rating)) +
     geom_bar(position = "fill") +
     ylab("proportion")


    Bar chart - single variable and a grid


    • Add labels to the factor levels:
    Videogames_Everyone_Teens$Rating <- factor(Videogames_Everyone_Teens$Rating,
                                          levels = c("E", "T"), 
                                          labels = c("Everyone", "Teen"))


    • Bar chart for the number of rating:
    ggplot(Videogames_Everyone_Teens, 
           aes(x = Rating)) + 
      geom_bar()


    • Bar chart for genres by ratings:
    ggplot(Videogames_Everyone_Teens, 
           aes(x = Genre)) +
     geom_bar() +
     facet_wrap(~ Rating) +
     theme(axis.text.x = element_text(angle = 90))


    Numeric data

    Plots


    • Histogram with facets (layers):
    ggplot(Videogames_Everyone_Teens, 
           aes(x = Critic_Score)) +
     geom_histogram() +
     facet_wrap(~ Rating)


    • Filter games by genres: shooters (action), strategies and RPGs:
    Shooter_Strategy_RPG <- filter(Videogames, 
                                   Genre %in% c("Shooter", 
                                                "Strategy", 
                                                "Role-Playing"))
    glimpse(Shooter_Strategy_RPG, 
            width = 50)
    Observations: 3,506
    Variables: 16
    $ Name            <fct> Pokemon Red/Pokemon B...
    $ Platform        <fct> GB, NES, GB, DS, GBA,...
    $ Year_of_Release <fct> 1996, 1984, 1999, 200...
    $ Genre           <fct> Role-Playing, Shooter...
    $ Publisher       <fct> Nintendo, Nintendo, N...
    $ NA_Sales        <dbl> 11.27, 26.93, 9.00, 6...
    $ EU_Sales        <dbl> 8.89, 0.63, 6.18, 4.4...
    $ JP_Sales        <dbl> 10.22, 0.28, 7.20, 6....
    $ Other_Sales     <dbl> 1.00, 0.47, 0.71, 1.3...
    $ Global_Sales    <dbl> 31.37, 28.31, 23.10, ...
    $ Critic_Score    <int> NA, NA, NA, NA, NA, N...
    $ Critic_Count    <int> NA, NA, NA, NA, NA, N...
    $ User_Score      <fct> , , , , , , 3.4, , , ...
    $ User_Count      <int> NA, NA, NA, NA, NA, N...
    $ Developer       <fct> "", "", "", "", "", "...
    $ Rating          <fct> , , , , , , M, , , M,...


    • Box plot:
    ggplot(Shooter_Strategy_RPG, 
           aes(x = as.factor(Genre), 
               y = Critic_Score)) +
     geom_boxplot()


    • Density plot with overlaying categories:
    ggplot(Shooter_Strategy_RPG, 
           aes(x = Critic_Score,
           fill = as.factor(Genre))) +
     geom_density(alpha = .3)


    • Histogram for the millions of sold copies videogames in the EU:
    Videogames %>%
     ggplot(aes(x = EU_Sales)) +
     geom_histogram(binwidth = 0.01) +
     xlim(c(0, 2)) + 
     ylim(0, 1750) + 
     ggtitle("Millions of sold copies videogames in the EU")


    • Histogram for the millions of sold copies of sport videogames in the EU:
    Videogames %>%
     filter(Genre == "Sports") %>%
     ggplot(aes(x = EU_Sales)) +
     geom_histogram(binwidth = 0.1) +
     xlim(c(0, 3)) +
     ylim(0, 500) + 
     ggtitle("Histogram for the millions of sold copies of sport videogames in the EU")


    • Boxplot for the number of users who gave the user_score**:
    Videogames %>%
     ggplot(aes(x = 1, y = User_Count)) +
     geom_boxplot()


    • Boxplot for the number of users who gave the user_score* - without outliers*:
    Videogames_no_out <- Videogames %>%
      mutate(User_Outliers = 1.5 * IQR(User_Count, na.rm = TRUE)) %>%
      filter(User_Count <= User_Outliers) %>%
     ggplot(aes(x = 1, y = User_Count)) +
     geom_boxplot()
    Videogames_no_out


    Summaries


    • Let’s focus on Ubisoft:
    Ubisoft_Reviews <- filter(Videogames, Developer == "Ubisoft") %>%
     ggplot(aes(x = 1, y = User_Count)) +
     geom_boxplot()
    Ubisoft_Reviews


    • Mean and median of the copies sold in the North America by Ubisoft, by genres:
    Videogames %>%
     filter(Developer == "Ubisoft") %>%
     group_by(Genre) %>%
     summarize(round(mean(NA_Sales), 3),
     median(NA_Sales))


    • Box plot of the number of copies sold in the North America by Ubisoft, by genre:
    Ubisoft <- Videogames %>%
                filter(Developer == "Ubisoft")
    Ubisoft %>%
     ggplot(aes(x = Genre, y = NA_Sales)) +
     geom_boxplot()


    ---
title: "**06. Data exploration**"
subtitle: "R101"
author: "Vít Gabrhel"
output: 
  html_notebook:
    toc: true
    toc_float: true
    theme: yeti
    code_folding: "show"
---

## Outline
<br>

<ul> 
#### 01. **Categorical data**
#### 02.  **Numeric data**
<ul/>
<br>


## Dataset
### [**Videogames**](https://www.kaggle.com/rush4ratio/video-game-sales-with-ratings)
<br>

![](Data.jpg)

<br> 

* **Load** packages:
```{r, echo=TRUE, message=FALSE}
library(dplyr)
library(summarytools)
library(ggplot2)
```
<br>

* **Load** the data:
```{r}
Videogames <- read.csv("Video_Games_Sales_as_at_22_Dec_2016.csv")
```
<br>

## Categorical data
### *Contingency tables or crosstab - overview*
<br>

* Data **screening**
```{r, warning=FALSE, eval=FALSE}
view(dfSummary(Videogames))
```
<br>

* Crosstab for **absolute frequencies** - **table** way:
```{r}
table(Videogames$Genre, 
      Videogames$Rating)
```
<br>

### *Bar chart*
<br>

* Select games **without any age restrictions** and games with the age restriction for **teens**, **dplyr** way:
```{r}
glimpse(Videogames %>%
          filter(Rating %in% c("E", "T")) %>%
          droplevels(), 
    width = 50)
```
<br>

* **Bar chart** - absolute frequencies, genres of videogames by ratings
```{r, fig.align="center", fig.width=10, fig.height=6}
# Data
Videogames_Everyone_Teens <- Videogames %>%
                        filter(Rating %in% c("E", "T")) %>%
                        droplevels() # drop unused levels 
# Plot
ggplot(Videogames_Everyone_Teens, aes(x = Genre, fill = Rating)) + 
  geom_bar(position = "dodge")
```
<br>

* **Bar chart** - absolute frequencies, genres of videogames by ratings - **changing the X-axis's text angle**:
```{r, fig.align="center", fig.width=8, fig.height=6}
Videogames_Everyone_Teens_Bar_Plot <- Videogames %>%
                              filter(Rating %in% c("E", "T")) %>%
                              droplevels() %>%
  ggplot(aes(x = Genre, fill = Rating)) + 
    geom_bar(position = "dodge") + 
    theme(axis.text.x = element_text(angle = 90))

Videogames_Everyone_Teens_Bar_Plot
```
<br>

### *Contingency tables or crosstab - relative frequencies*
<br>

* **Crosstab** with rating and genres:
```{r}
GenreRating = table(Videogames_Everyone_Teens$Genre, 
                    Videogames_Everyone_Teens$Rating)

GenreRating
```
<br> 

* **Relative frequenices** - total:
```{r}
prop.table(GenreRating)
```
<br>

* Relative frequencies - **rows**, rounded by 3 digits:
```{r}
round(prop.table(GenreRating, 1), 3)
```
<br>

* Relative frequencies - **columns**, rounded by 2 digits:
```{r}
round(prop.table(GenreRating, 2), 2)
```
<br>


### *Bar chart for relative frequencies*
<br>

* **Proportions** of genres by rating:
```{r,  fig.align="center", fig.width=10, fig.height=6}
ggplot(Videogames_Everyone_Teens, aes(x = Genre, fill = Rating)) +
 geom_bar(position = "fill") +
 ylab("proportion")
```
<br>

### *Bar chart - single variable and a grid* 
<br> 

* **Add labels** to the factor levels:
```{r}
Videogames_Everyone_Teens$Rating <- factor(Videogames_Everyone_Teens$Rating,
                                      levels = c("E", "T"), 
                                      labels = c("Everyone", "Teen"))
```
<br>

* Bar chart for the number of **rating:**
```{r, fig.align="center"}
ggplot(Videogames_Everyone_Teens, 
       aes(x = Rating)) + 
  geom_bar()
```
<br>

* Bar chart for genres **by ratings**:
```{r, fig.align="center", fig.width=10, fig.height=8}
ggplot(Videogames_Everyone_Teens, 
       aes(x = Genre)) +
 geom_bar() +
 facet_wrap(~ Rating) +
 theme(axis.text.x = element_text(angle = 90))
```
<br>

## Numeric data
### *Plots*
<br>

* **Histogram** with **facets (layers)**:
```{r, fig.align="center", fig.width=10, fig.height=6}
ggplot(Videogames_Everyone_Teens, 
       aes(x = Critic_Score)) +
 geom_histogram() +
 facet_wrap(~ Rating)
```
<br>

* **Filter games by genres**: shooters (action), strategies and RPGs:
```{r}
Shooter_Strategy_RPG <- filter(Videogames, 
                               Genre %in% c("Shooter", 
                                            "Strategy", 
                                            "Role-Playing"))

glimpse(Shooter_Strategy_RPG, 
        width = 50)
```
<br>

* Box plot:
```{r, fig.align="center"}
ggplot(Shooter_Strategy_RPG, 
       aes(x = as.factor(Genre), 
           y = Critic_Score)) +
 geom_boxplot()
```
<br>

* **Density plot** with overlaying categories:
```{r, fig.align="center"}
ggplot(Shooter_Strategy_RPG, 
       aes(x = Critic_Score,
       fill = as.factor(Genre))) +
 geom_density(alpha = .3)
```
<br>

* *Histogram for the millions of sold copies videogames in the EU*:
```{r, fig.align="center"}
Videogames %>%
 ggplot(aes(x = EU_Sales)) +
 geom_histogram(binwidth = 0.01) +
 xlim(c(0, 2)) + 
 ylim(0, 1750) + 
 ggtitle("Millions of sold copies videogames in the EU")
```
<br>

* *Histogram for the millions of sold copies of sport videogames in the EU*:
```{r, fig.align="center"}
Videogames %>%
 filter(Genre == "Sports") %>%
 ggplot(aes(x = EU_Sales)) +
 geom_histogram(binwidth = 0.1) +
 xlim(c(0, 3)) +
 ylim(0, 500) + 
 ggtitle("Histogram for the millions of sold copies of sport videogames in the EU")
```
<br>

* *Boxplot for the number of users who gave the *user_score**:
```{r, fig.align="center"}
Videogames %>%
 ggplot(aes(x = 1, y = User_Count)) +
 geom_boxplot()
```
<br>

* *Boxplot for the number of users who gave the *user_score* - without outliers*:
```{r, fig.align="center"}
Videogames_no_out <- Videogames %>%
  mutate(User_Outliers = 1.5 * IQR(User_Count, na.rm = TRUE)) %>%
  filter(User_Count <= User_Outliers) %>%
 ggplot(aes(x = 1, y = User_Count)) +
 geom_boxplot()

Videogames_no_out
```
<br>

### *Summaries*
<br>

* Let's focus on <u>Ubisoft</u>:
```{r, fig.align="center"}
Ubisoft_Reviews <- filter(Videogames, Developer == "Ubisoft") %>%
 ggplot(aes(x = 1, y = User_Count)) +
 geom_boxplot()

Ubisoft_Reviews
```
<br>

*  **Mean and median** of the copies sold in the North America by Ubisoft, by genres:
```{r}
Videogames %>%
 filter(Developer == "Ubisoft") %>%
 group_by(Genre) %>%
 summarize(round(mean(NA_Sales), 3),
 median(NA_Sales))
```
<br>

*  *Box plot of the number of copies sold in the North America by Ubisoft, by genre*:

```{r, fig.align="center", tidy=FALSE}
Ubisoft <- Videogames %>%
            filter(Developer == "Ubisoft")


Ubisoft %>%
 ggplot(aes(x = Genre, y = NA_Sales)) +
 geom_boxplot()
```
<br>

## References
[Data Wrangling with dplyr and tidyr Cheat Sheet](https://rstudio.com/wp-content/uploads/2015/02/data-wrangling-cheatsheet.pdf)

Wickham, H. (2009). ggplot2: Elegant Graphics for Data Analysis. Available online:
http://moderngraphics11.pbworks.com/f/ggplot2-Book09hWickham.pdf.


[Data Visualization with ggplot2 Cheat Sheet](https://www.rstudio.com/wp-content/uploads/2015/03/ggplot2-
cheatsheet.pdf)