Trabajo elaborado para la asignatura “Programación y manejo de datos en la era del Big Data” de la Universitat de València durante el curso 2020-2021. El repo del trabajo está aquí. La página web de la asignatura y los trabajos de mis compañeros pueden verse aquí.
1. Introducción
Este trabajo consiste en un análisis de los distintos torneos de tenis que existen, así como de los tenistas que participan en los campeonatos. El objetivo fundamental del trabajo, además de demostrar lo aprendido en la asignatura de Programación y manejo de datos en la era del Big Data es, profundizar un poco en la historia de este deporte.
2. Datos
Los datos los he obtenido de la ruta que se muestra en el siguiente chunk. Al tener tantos datos he tenido que ir haciendo modificacines a los datos originales y realizar el análisis diviendo estos en segmentos.
datos_tenis <- read_excel("./Datos/datos_tenis.xlsx")
2.1. Procesando los datos
Para poder usar los datos: Primero, he separado la columna de Date en tres: Año, mes y día y después he eliminado las columnas: Serie, Court y Best of. De esta forma he conseguido unos datos limpios y fáciles de manipular.
datos_tenis1 <- datos_tenis %>% separate(col = Date,
into = c("Año", "Mes", "Dia"),
sep = "-")
datos_tenis2 <- datos_tenis1 %>% select(-Series, -Court, -`Best of`)
3. Cuestiones
3.1 ¿Cuántos campeonatos de tenis existen?.
Con el siguiente código agrupamos los diferentes torneos y averiguamos que se juegan en todo el mundo 206 torneos distintos.
tabla1 <- datos_tenis2 %>% group_by(Tournament) %>% count() %>% arrange(desc(n))
La sigiente tabla muestra los torneos que existen por nombre y número de veces que se han jugado.
3.2 Análisis del torneo Wimbledon.
Es el más prestigioso y antiguo del mundo. Lo organiza el All England Lawn Tennis and Croquet Club y se lleva a cabo en junio/julio en Wimbledon, Londres, desde el año 1877. Se juegan torneos simultáneos de individuales masculinos y femeninos, dobles masculinos y femeninos, y dobles mixtos e incluso se hacen torneos juveniles individuales masculinos y femeninos y en dobles. Los campeones en el año 2016 en la categoría de individuales fueron Andy Murray y Serena Williams.
FEDERER
El tenista que más torneos Wimbledon ha ganado es Federer. Roger Federer es un tenista suizo. Vencedor de 20 títulos individuales en torneos de Grand Slam, el mayor número de toda la historia en tenis masculino junto a Rafael Nadal y ha mantenido el puesto número 1 en el ranking de la ATP por un tiempo récord de 310 semanas, 237 consecutivas. Actualmente ocupa el quinto lugar en la clasificación ATP.
Ha logrado ocho títulos del Campeonato de Wimbledon, seis del Abierto de Australia y cinco del Abierto de Estados Unidos, así como un título del Torneo de Roland Garros. Es uno de los ocho tenistas que ha logrado vencer en los cuatro torneos del Grand Slam. También ostenta el mejor registro en el número de finales de Grand Slam jugadas: 31, diez de estas consecutivas, entre la final de Wimbledon 2005 y el Abierto de Estados Unidos 2007. Así mismo, ha logrado un registro imbatido de seis ATP World Tour Finals, 28 Masters 1000, récord de 24 títulos ATP World Tour 500 y 25 ATP World Tour 250.
tablawimbledon2 <- tablawimbledon1 %>%group_by(Winner) %>% summarise(n=n()) %>% na.omit(datos) %>% slice_max(n,n =1)
Los 10 tenistas que más torneos han ganado:
En el siguiente gráfico se pueden observar los 10 tenistas que más torneos Wimbledon han ganado. Se puede observar como Federer va en cabeza con un poco de ventaja, le siguen Murray y Djokovic.
![](data:image/png;base64,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)
3.3 Análisis torneo Australian Open.
Tiene lugar cada mes de enero en Melbourne, Australia, en el complejo deportivo situado en Melbourne Park y es famoso por las elevadas temperaturas en las que se juega. La competición se divide en categorías, existiendo categorías individuales y de dobles tanto para hombres como para mujeres, así como mixtos dobles y en estos últimos años, se han incluido también competiciones para jugadores en silla de ruedas. En el año 2017 el campeón de la categoría masculina fue Roger Federer venciendo en la final al mallorquín Rafa Nadal. En la categoría femenina la ganadora fue la conocida tenista estado unidense Serena Williams que curiosamente jugó la final contra su hermana Venus Williams.
Winners
A continuación se pueden observar los nombres de los ganadores del torneo Australian Open según el número de victorias.
De forma más visual se pueden observar los ganadores del torneo relacionando el número de victorias con el tamaño de la letra.
Torneos completados Vs Torneos retirados
En la tabla siguiente se puede observar como de los 2159 torneos que se han jugado tan solo en 89 ocasiones un jugador se ha retirado.
tablaAustralianOpen2 <- tablaAustralianOpen %>% group_by(Tournament, Comment)%>% count()
Australian Open |
Completed |
2067 |
Australian Open |
Retired |
89 |
Australian Open |
Walkover |
3 |
3.4 Análisis torneo US Open.
El torneo US Open se celebra anualmente entre agosto y septiembre en el USTA Billie Jean King National Tennis Center de Nueva York y consta de cinco modalidades: individuales de hombres y mujeres, dobles de hombres y mujeres y dobles mixtos, y también torneos adicionales para jugadores Junior y Senior. El torneo reparte casi veinticuatro millones de dólares en premios.
FELICIANO LÓPEZ
Con el siguiente chunk podemos ver que el tenista que más torneos US Open ha perido es:
tablaUSOpen2 <- tablaUSOpen1 %>%group_by(Loser) %>% summarise(n=n()) %>% na.omit(datos) %>% slice_max(n,n =1)
La derrota de Feliciano López ante Gilles Simon por 6-4 y 6-3 en su debut en el Torneo de Viena ha hecho que el toledano se convierta en el tenista con más derrotas sufridas en el circuito ATP junto al francés Fabrice Santoro. A sus 38 años y tras 22 temporadas como profesional (debutó en 1997), Feliciano es uno de los jugadores más veteranos del circuito junto con Roger Federer. Esto no quiere decir que Feliciano sea uno de los peores tenistas del circuito, sino que los números se deben a su longevidad en el mismo. Feliciano López ha disputado un total de 929 partidos con 485 victorias y 444 derrotas, con un porcentaje de triunfos del 52,3%
WINNERS Vs LOSERS
Con el siguiente chunk podemos observar las diferencias entre los 10 jugadores que más veces han ganado el US Open y los 10 jugadores que más tonreos han perdido
tablaWRank <- tablaUSOpen1 %>%group_by(Winner) %>% summarise(Ranking=n()) %>% na.omit(datos) %>% slice_max(Ranking,n =10)
graficoWRank <- tablaWRank %>% mutate(Winner = forcats::as_factor(Winner))
graficoWRank1.1 <- ggplot (graficoWRank,aes(x=Winner, y = Ranking), aes(fct_rev(Winner))) + geom_bar(stat="identity", fill = "green") + coord_flip()
graficoWRank1.1 + labs(title = "Gráfico de los 10 jugadores que más veces han ganado el US Open",
caption = "Datos provenientes del datos_tenis2",
x = "Winner",
y = "n",
color = "Especie de lirio")
tablaWRank2 <- tablaUSOpen1 %>%group_by(Loser) %>% summarise(Ranking=n()) %>% na.omit(datos) %>% slice_max(Ranking,n =10)
graficoWRank2 <- tablaWRank2 %>% mutate(Loser = forcats::as_factor(Loser))
graficoWRank1.2 <- ggplot (graficoWRank2,aes(x=Loser, y = Ranking), aes(fct_rev(Loser))) + geom_bar(stat="identity", fill = "green") + coord_flip()
graficoWRank1.1 + labs(title = "Gráfico de los 10 jugadores que más veces han perdido el US Open",
caption = "Datos provenientes del datos_tenis2",
x = "Loser",
y = "n",
color = "Especie de lirio")
4. Las 10 ciudades en las que se juegan más torneos
En este gráfico se pueden observar las 10 ciudades en las que más torneos se juegan.
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)
Este mapa nos muestra de forma más visual las 10 ciudades mencionadas anteriormente.
par(mar=c(0,0,0,0))
map('world',
col="#f2f2f2", fill=TRUE, bg="white", lwd=0.05,
mar=rep(0,4),border=0, ylim=c(-80,80)
)
London <- c(-0.12,51)
Paris <- c(2,49)
Melbourne <- c(145,-38)
New_York <- c(-73,40)
Miami <- c(-80,25)
Indian_Wells <- c(-116,33)
Cincinnati <- c(-84,39)
Monte_Carlo <- c(7,43)
Rome <- c(12,41)
Barcelona <- c(2,41)
data <- rbind(London, Paris, Melbourne, New_York, Miami, Indian_Wells, Cincinnati, Monte_Carlo, Rome, Barcelona) %>%
as.data.frame()
colnames(data) <- c("long","lat")
map('world',
col="#f2f2f2", fill=TRUE, bg="white", lwd=0.05,
mar=rep(0,4),border=0, ylim=c(-80,80)
)
points(x=data$long, y=data$lat, col="slateblue", cex=3, pch=20)
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)
5. Conclusiones
En conclusión, existen un gran número de torneos de tenis dividos en distintas categorías. Los puestos ganadores de los grandes torneos suelen estas disputados siempre por los mismos tenistas. Después de este análisis podemos ver como llegar a alcanzar el historial de Federer, Djokovic y Nadal está muy dificil hoy en día. También hemos visto como importa mucho la longevidad que se tiene en este deporte ya que el porcentaje de victorias y derrotas puede variar. Por otro lado, en el apartado del gráfico del mapa del mundo se puede observar como la mayoría de las ciudades en las que más torneos de tenis se juegan son ciudades Europeas.
---
title: "Introspección al mundo del tenis"
author: "Universitat de València"
date: "Enero de 2021 (actualizado el `r format(Sys.time(), '%d-%m-%Y')`)"
output:
  html_document:
    theme: paper
    highlight: textmate
    toc: yes
    toc_depth: 3
    toc_float:
      collapsed: yes
      smooth_scroll: yes
    self_contained: yes
    number_sections: no
    df_print: kable
    code_download: yes
  pdf_document:
    toc: yes
    toc_depth: '3'
subtitle: Mar Valldecabres Lull(valldeca@alumni.uv.es)
editor_options:
  chunk_output_type: console
---

```{r packages-setup, include = FALSE}
library(tidyverse)
library(klippy)  #- remotes::install_github("rlesur/klippy")
library(knitr)
library(readxl)
library(dplyr)
library(ggplot2)
library(ggThemeAssist)
library(scales)
library(plotly)
library(gapminder)
library(gganimate)
library(reactable)
library(gt)
library(wordcloud2)
library(maps)
```

```{r chunk-setup, include = FALSE}
knitr::opts_chunk$set(echo = TRUE, eval = TRUE, message = FALSE, warning = FALSE, 
                      #results = "hold",
                      cache = FALSE, cache.path = "/caches/", comment = "#>",
                      #fig.width = 7, #fig.height= 7,   
                      #out.width = 7, out.height = 7,
                      collapse = TRUE,  fig.show = "hold",
                      fig.asp = 7/9, out.width = "60%", fig.align = "center")
knitr::opts_chunk$set(dev = "png", dev.args = list(type = "cairo-png"))
```

```{r options-setup, include = FALSE}
options(scipen = 999) #- para quitar la notación científica
options("yaml.eval.expr" = TRUE) 
```


```{r klippy, echo = FALSE}
klippy::klippy(position = c("top", "right")) #- remotes::install_github("rlesur/klippy")
```

<hr class="linea-black">

Trabajo elaborado para la asignatura "Programación y manejo de datos en la era del Big Data" de la Universitat de València durante el curso 2020-2021. El repo del trabajo está [aquí](https://github.com/valldecabres/trabajo_BigData){target="_blank"}. La página web de la asignatura y los trabajos de mis compañeros pueden verse [aquí](https://perezp44.github.io/intro-ds-20-21-web/07-trabajos.html){target="_blank"}.

<!-- El párrafo de arriba has de dejarlo casi igual, 
        solo HAS de SUSTITUIR las 2 veces que aparece "perezp44" por tu usuario de Github-->

<hr class="linea-red">

# **1. Introducción**

<div style = "text-align: justify">Este trabajo consiste en un análisis de los distintos torneos de tenis que existen, así como de los tenistas que participan en los campeonatos. El objetivo fundamental del trabajo, además de demostrar lo aprendido en la asignatura de Programación y manejo de datos en la era del Big Data es, profundizar un poco en la historia de este deporte. </div/>



```{r, echo = FALSE, eval = TRUE, out.width = "40%", fig.align = "center", fig.cap="Figura 1"}
knitr::include_graphics(here::here("imagenes", "1.jpg") ) 
```



# **2. Datos**

<div style = "text-align: justify">Los datos los he obtenido de la ruta que se muestra en el siguiente chunk. Al tener tantos datos he tenido que ir haciendo modificacines a los datos originales y realizar el análisis diviendo estos en segmentos.</div/>

```{r, eval = TRUE}
datos_tenis <- read_excel("./Datos/datos_tenis.xlsx")
```


## 2.1. Procesando los datos

<div style = "text-align: justify">Para poder usar los datos: Primero, he separado la columna de Date en tres: Año, mes y día y después he eliminado las columnas: Serie, Court y Best of. De esta forma he conseguido unos datos limpios y fáciles de manipular. </div/>

```{r, eval = TRUE}
datos_tenis1 <- datos_tenis %>% separate(col = Date, 
              into = c("Año", "Mes", "Dia"),
              sep  = "-")
datos_tenis2 <- datos_tenis1 %>% select(-Series, -Court, -`Best of`)
```


# **3. Cuestiones**

## <span style = "color:blue">3.1 ¿Cuántos campeonatos de tenis existen?.</span>

Con el siguiente código agrupamos los diferentes torneos y averiguamos que se juegan en todo el mundo 206 torneos distintos.

```{r, echo = TRUE, eval = TRUE}
tabla1 <- datos_tenis2 %>% group_by(Tournament) %>% count() %>% arrange(desc(n))
```

```{r, echo = FALSE, eval = TRUE, out.width = "50%", fig.align = "center", fig.cap="Figura 2"}
knitr::include_graphics(here::here("imagenes", "Logos.jpg") ) 
```

La sigiente tabla muestra los torneos que existen por nombre y número de veces que se han jugado.

```{r eval=TRUE, echo=FALSE}

reactable(tabla1, defaultPageSize =  10,  paginationType = "jump", showPageSizeOptions =  TRUE , pageSizeOptions =  c ( 10 , 50 , 100 ),defaultColDef = colDef(
    align = "center",
    minWidth = 70,
    headerStyle = list(background = "aliceblue"),
    filterable = TRUE),  highlight = TRUE, outlined = TRUE,
    columns = list(
  `Movies&TVShow/año` = colDef(style = function(value) {
    if (value > 0) {
      color <- "#e00000"}
      else {
      color <- "#008000"
    }
    list(color = color, fontWeight = "bold")
  })))

```

## <span style = "color:blue">3.2 Análisis del torneo Wimbledon.</span>{.tabset .tabset-pills}

><div style = "text-align: justify">Es el más prestigioso y antiguo del mundo. Lo organiza el All England Lawn Tennis and Croquet Club y se lleva a cabo en junio/julio en Wimbledon, Londres, desde el año 1877. Se juegan torneos simultáneos de individuales masculinos y femeninos, dobles masculinos y femeninos, y dobles mixtos e incluso se hacen torneos juveniles individuales masculinos y femeninos y en dobles. Los campeones en el año 2016 en la categoría de individuales fueron Andy Murray y Serena Williams. </div/>

```{r, echo = FALSE, eval = TRUE, out.width = "50%", fig.align = "center", fig.cap="Figura 3"}
knitr::include_graphics(here::here("imagenes", "Wimbledon.jpg") ) 
```


```{r, echo = FALSE, eval = TRUE}
tablawimbledon1 <- datos_tenis2 %>% filter(Tournament == "Wimbledon") 

```

### FEDERER

><div style = "text-align: justify">El tenista que más torneos Wimbledon ha ganado es Federer. 
Roger Federer es un tenista suizo. Vencedor de 20 títulos individuales en torneos de Grand Slam, el mayor número de toda la historia en tenis masculino junto a Rafael Nadal y ha mantenido el puesto número 1 en el ranking de la ATP por un tiempo récord de 310 semanas, 237 consecutivas. Actualmente ocupa el quinto lugar en la clasificación ATP.</div/>
><div style = "text-align: justify">Ha logrado ocho títulos del Campeonato de Wimbledon, seis del Abierto de Australia y cinco del Abierto de Estados Unidos, así como un título del Torneo de Roland Garros. Es uno de los ocho tenistas que ha logrado vencer en los cuatro torneos del Grand Slam. También ostenta el mejor registro en el número de finales de Grand Slam jugadas: 31, diez de estas consecutivas, entre la final de Wimbledon 2005 y el Abierto de Estados Unidos 2007. Así mismo, ha logrado un registro imbatido de seis ATP World Tour Finals, 28 Masters 1000, récord de 24 títulos ATP World Tour 500 y 25 ATP World Tour 250. </div/>


```{r, echo = TRUE, eval = TRUE}
tablawimbledon2 <- tablawimbledon1 %>%group_by(Winner) %>% summarise(n=n()) %>% na.omit(datos) %>% slice_max(n,n =1)

```

```{r eval=TRUE, echo=FALSE}
knitr::kable(Tournament <- tablawimbledon2)

```

```{r, echo = FALSE, eval = TRUE, out.width = "50%", fig.align = "center", fig.cap="Figura 4"}
knitr::include_graphics(here::here("imagenes", "Federer1.jpg") ) 
```

### Los 10 tenistas que más torneos han ganado:

<div style = "text-align: justify">En el siguiente gráfico se pueden observar los 10 tenistas que más torneos Wimbledon han ganado. Se puede observar como Federer va en cabeza con un poco de ventaja, le siguen Murray y Djokovic.</div/>

```{r, echo = FALSE, eval = TRUE, out.width = "60%", fig.align = "center"}

tablawimbledon3 <- tablawimbledon1 %>%group_by(Winner) %>% summarise(n=n()) %>% na.omit(datos) %>% slice_max(n,n =10) 
graficoWimbledon<- tablawimbledon3 %>% mutate(Winner = forcats::as_factor(Winner))
graficoWimbledon2 <- ggplot (graficoWimbledon,aes(x=Winner, y = n), aes(fct_rev(Winner))) + geom_bar(stat="identity", fill = "blue") + coord_flip()
graficoWimbledon2 + labs(title = "Gráfico de los 10 tenistas que más torneos Wimbledon han ganado",
       caption = "Datos provenientes del datos_tenis2",
       x = "Winner",
       y = "n",
       color = "blue")

```

## {-}

## <span style = "color:blue">3.3 Análisis torneo Australian Open. </span> {.tabset .tabset-pills}

><div style = "text-align: justify">Tiene lugar cada mes de enero en Melbourne, Australia, en el complejo deportivo situado en Melbourne Park y es famoso por las elevadas temperaturas en las que se juega. La competición se divide en categorías, existiendo categorías individuales y de dobles tanto para hombres como para mujeres, así como mixtos dobles y en estos últimos años, se han incluido también competiciones para jugadores en silla de ruedas. En el año 2017 el campeón de la categoría masculina fue Roger Federer venciendo en la final al mallorquín Rafa Nadal. En la categoría femenina la ganadora fue la conocida tenista estado unidense Serena Williams que curiosamente jugó la final contra su hermana Venus Williams. </div/>

```{r, echo = FALSE, eval = TRUE}
tablaAustralianOpen <- datos_tenis2 %>% filter(Tournament == "Australian Open") 

```

```{r, echo = FALSE, eval = TRUE, out.width = "50%", fig.align = "center", fig.cap="Figura 5"}
knitr::include_graphics(here::here("imagenes", "FDN.jpg") ) 
```

### Winners

A continuación se pueden observar los nombres de los ganadores del torneo Australian Open según el número de victorias.

```{r, echo = FALSE, eval = TRUE, out.width = "70%", fig.align = "center"}

tablaAustralianOpen1 <- tablaAustralianOpen %>%group_by(Winner) %>% summarise(n=n()) %>% na.omit(datos) %>% arrange(desc(n))

```


```{r eval=TRUE, echo=FALSE}

reactable(tablaAustralianOpen1, defaultPageSize =  5,  paginationType = "jump", showPageSizeOptions =  TRUE , pageSizeOptions =  c ( 10 , 50 , 100 ),defaultColDef = colDef(
    align = "center",
    minWidth = 70,
    headerStyle = list(background = "aquamarine"),
    filterable = TRUE),  highlight = TRUE, outlined = TRUE,
    columns = list(
  `Movies&TVShow/año` = colDef(style = function(value) {
    if (value > 0) {
      color <- "#e00000"}
      else {
      color <- "#008000"
    }
    list(color = color, fontWeight = "bold")
  })))

```

De forma más visual se pueden observar los ganadores del torneo relacionando el número de victorias con el tamaño de la letra.

```{r, echo = FALSE, eval = TRUE, out.width = "70%", fig.align = "center"}

tablaAustralianOpen1 <- tablaAustralianOpen %>%group_by(Winner) %>% summarise(n=n()) %>% na.omit(datos) %>% arrange(desc(n))


nombreswinner <- tablaAustralianOpen1 %>% select(Winner, n)

wordcloud2(data = nombreswinner, size = 0.6)

```

### Torneos completados Vs Torneos retirados

En la tabla siguiente se puede observar como de los 2159 torneos que se han jugado tan solo en 89 ocasiones un jugador se ha retirado.

```{r, echo = TRUE, eval = TRUE, out.width = "70%", fig.align = "center"}
tablaAustralianOpen2 <- tablaAustralianOpen %>% group_by(Tournament, Comment)%>% count()

```

```{r eval=TRUE, echo=FALSE}
knitr::kable(Tournament <- tablaAustralianOpen2)

```


## <span style = "color:blue">3.4 Análisis torneo US Open.</span>{.tabset .tabset-pills}

```{r, echo = FALSE, eval = TRUE}
tablaUSOpen1 <- datos_tenis2 %>% filter(Tournament == "US Open") 

```

><div style = "text-align: justify">***El torneo US Open se celebra anualmente entre agosto y septiembre en el USTA Billie Jean King National Tennis Center de Nueva York y consta de cinco modalidades: individuales de hombres y mujeres, dobles de hombres y mujeres y dobles mixtos, y  también torneos adicionales para jugadores Junior y Senior. El torneo reparte casi veinticuatro millones de dólares en premios.*** </div/>

### FELICIANO LÓPEZ

Con el siguiente chunk podemos ver que el tenista que más torneos US Open ha perido es:


```{r, echo = TRUE, eval = TRUE}
tablaUSOpen2 <- tablaUSOpen1 %>%group_by(Loser) %>% summarise(n=n()) %>% na.omit(datos) %>% slice_max(n,n =1)

```

```{r eval=TRUE, echo=FALSE}
knitr::kable(Tournament <- tablaUSOpen2)

```

<div style = "text-align: justify">> ***La derrota de Feliciano López ante Gilles Simon por 6-4 y 6-3 en su debut en el Torneo de Viena ha hecho que el toledano se convierta en el tenista con más derrotas sufridas en el circuito ATP junto al francés Fabrice Santoro. A sus 38 años y tras 22 temporadas como profesional (debutó en 1997), Feliciano es uno de los jugadores más veteranos del circuito junto con Roger Federer. Esto no quiere decir que Feliciano sea uno de los peores tenistas del circuito, sino que los números se deben a su longevidad en el mismo. Feliciano López ha disputado un total de 929 partidos con 485 victorias y 444 derrotas, con un porcentaje de triunfos del 52,3%*** </div/>

```{r, echo = FALSE, eval = TRUE, out.width = "50%", fig.align = "center", fig.cap="Figura 6"}
knitr::include_graphics(here::here("imagenes", "F_Lopez.jpg") ) 
```

### WINNERS Vs LOSERS

<div style = "text-align: justify">Con el siguiente chunk podemos observar las diferencias entre los 10 jugadores que más veces han ganado el US Open  y los 10 jugadores que más tonreos han perdido</div/>

```{r, out.width='50%',fig.show='hold',fig.align='center', fig.cap="Dos gráficos R cara a cara"}

tablaWRank <- tablaUSOpen1 %>%group_by(Winner) %>% summarise(Ranking=n()) %>% na.omit(datos) %>% slice_max(Ranking,n =10)

graficoWRank <- tablaWRank %>% mutate(Winner = forcats::as_factor(Winner))
graficoWRank1.1 <- ggplot (graficoWRank,aes(x=Winner, y = Ranking), aes(fct_rev(Winner))) + geom_bar(stat="identity", fill = "green") + coord_flip()
graficoWRank1.1 + labs(title = "Gráfico de los 10 jugadores que más veces han ganado el US Open",
       caption = "Datos provenientes del datos_tenis2",
       x = "Winner",
       y = "n",
       color = "Especie de lirio")

tablaWRank2 <- tablaUSOpen1 %>%group_by(Loser) %>% summarise(Ranking=n()) %>% na.omit(datos) %>% slice_max(Ranking,n =10)

graficoWRank2 <- tablaWRank2 %>% mutate(Loser = forcats::as_factor(Loser))
graficoWRank1.2 <- ggplot (graficoWRank2,aes(x=Loser, y = Ranking), aes(fct_rev(Loser))) + geom_bar(stat="identity", fill = "green") + coord_flip()
graficoWRank1.1 + labs(title = "Gráfico de los 10 jugadores que más veces han perdido el US Open",
       caption = "Datos provenientes del datos_tenis2",
       x = "Loser",
       y = "n",
       color = "Especie de lirio")

```

# **4. Las 10 ciudades en las que se juegan más torneos**

En este gráfico se pueden observar las 10 ciudades en las que más torneos se juegan.

```{r, echo = FALSE, eval = TRUE}

tablalocation <- datos_tenis2 %>%group_by(Location) %>% summarise(Ciudades=n()) %>% na.omit(datos) %>% slice_max(Ciudades,n =10)

tablalocation1 <- tablalocation %>% mutate(Location = forcats::as_factor(Location))
tablalocation1.1 <- ggplot (tablalocation1,aes(x=Location, y = Ciudades), aes(fct_rev(Location))) + geom_bar(stat="identity", fill = "black") + coord_flip()
tablalocation1.1 + labs(title = "Gráfico de las 10 ciudades con más torneos jugados",
       caption = "Datos provenientes del datos_tenis2",
       x = "Location",
       y = "Ciudades",
       color = "Especie de lirio")
```


Este mapa nos muestra de forma más visual las 10 ciudades mencionadas anteriormente.

```{r, echo = TRUE, eval = TRUE, out.width = "70%", fig.align = "center"}

par(mar=c(0,0,0,0))
map('world',
    col="#f2f2f2", fill=TRUE, bg="white", lwd=0.05,
    mar=rep(0,4),border=0, ylim=c(-80,80)
)

London <- c(-0.12,51)
Paris <- c(2,49)
Melbourne <- c(145,-38)
New_York <- c(-73,40)
Miami <- c(-80,25)
Indian_Wells <- c(-116,33)
Cincinnati <- c(-84,39)
Monte_Carlo <- c(7,43)
Rome <- c(12,41)
Barcelona <- c(2,41)


data <- rbind(London, Paris, Melbourne, New_York, Miami, Indian_Wells, Cincinnati, Monte_Carlo, Rome, Barcelona) %>% 
  as.data.frame()
colnames(data) <- c("long","lat")

map('world',
    col="#f2f2f2", fill=TRUE, bg="white", lwd=0.05,
    mar=rep(0,4),border=0, ylim=c(-80,80) 
)
points(x=data$long, y=data$lat, col="slateblue", cex=3, pch=20)

```

# **5. Conclusiones**

<div style = "text-align: justify">> En conclusión, existen un gran número de torneos de tenis dividos en distintas categorías. Los puestos ganadores de los grandes torneos suelen estas disputados siempre por los mismos tenistas. Después de este análisis podemos ver como llegar a alcanzar el historial de Federer, Djokovic y Nadal está muy dificil hoy en día. También hemos visto como importa mucho la longevidad que se tiene en este deporte ya que el porcentaje de victorias y derrotas puede variar. Por otro lado, en el apartado del gráfico del mapa del mundo se puede observar como la mayoría de las ciudades en las que más torneos de tenis se juegan son ciudades Europeas. </div/>


# **6. Bibliografía**

>Apuntes de la asignatura de Programación y Manejo de datos en la era del Big Data:
https://perezp44.github.io/intro-ds-20-21-web/04-tutoriales.html

> Información sobre distintos torneos:
http://www.tenispontdincanou.com/blog/torneos/principales-campeonatos-y-torneos-del-tenis

>Información sobre Feliciano Lopez:
https://as.com/tenis/2019/10/23/mas_tenis/1571813516_380403.html

>Página de referencia para los gráficos:
https://www.r-graph-gallery.com/196-the-wordcloud2-library.html

>Excel con los datos:
https://www.kaggle.com/edouardthomas/beat-the-bookmakers-with-machine-learning-tennis

# **7. Sesión Informativa**
```{r}
    sessioninfo::session_info() %>% details::details(summary = 'current session info')
```