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 tabajo me ha ayudado ha conocer algunos datos curiosos osbre mi hobby favorito como es el futbol. Hacer el trabajo sobre este deporte ma ha ayduado a que me interese más la realización del trabajo.
Por una parte, voy a hablar de algunos datos de Laliga centrandome principalmente en los máximos goleadores históricos. Más tarde también me centraré en datos sobre los campeones de liga. Por último, pasaré a datos sobre los goleadores 4 grandes ligas (Laliga, Bundesliga, Premier League y la Serie A).
2. Datos
Los datos son procedentes de varios repositorios de Github, donde he tenido varios problemas a la hora de seleccionar y trasformar, ya que muchos nombres de los jugadores y equipos no son aceptados correctamente debido a los acentos, diéresis…
Los datos están en formato Excel y he conseguido extraer varios data frames. A parte de estps, había encontrado otros por internet, pero estaban muy mal estructurados y a la hora de manejarlos se me hacía imposible.
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_ligas_top<- rio::import(here::here("./datos/goles_ligas_top.csv"))
estadisticas_jugadores<- rio::import(here::here("./datos/estadisticas_jugadores.csv"))
clasificacion<- rio::import(here::here("./datos/clasificacion_total.csv"))
campeones<- rio::import(here::here("./datos/La_Liga_Winners.csv"))
#Tabla campeones
campeones <- campeones %>% mutate(Winner = case_when(
Winner== "Atlético Madrid" ~ "Átletico de Madird",
Winner == "Atlético Aviación[a]" ~ "Átletico de Madrid",
Winner == "Deportivo La Coruña" ~ "Deportivo de La Coruña",
TRUE ~ Winner))
#Tabla goleadores
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])
3. Goleadores
En esta parte del tabajo voy a tratar de mostrar una serie de datos curiosos de los máximos goleadores de la liga desde el 1990 hasta día de hoy; también dedicaré un tramo para mostrar datos de los máximos goleadores de las grandes ligas europeas.
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])
En primer lugar vamos a observar quien es el jugador con más goles en la historia de Laliga:
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
library (tidyverse)
library(gganimate)
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])
goleadores_laliga <- goleadores_laliga %>% mutate(Player = case_when(
Player== "Raúl" ~ " Raúl ",
TRUE ~ Player))
Imagen<-"https://upload.wikimedia.org/wikipedia/commons/b/b8/Messi_vs_Nigeria_2018.jpg"
Messi <- goleadores_laliga %>% slice_max(Total, n = 1) %>% select(Player|Total)
Messi <- Messi %>% add_column(Imagen)
library(gt)
Messi <- Messi %>% gt()
Messi <- Messi %>%
tab_header(title = md("**Jugador con más goles en LaLiga**"), subtitle= md("Hasta la temporada 2018/2019"))
Messi <- Messi %>%
tab_options(heading.background.color = "black") %>% tab_options(heading.title.font.size = 18, heading.subtitle.font.size = 13, column_labels.font.weight = "bold")
Messi <- Messi %>%
gt::text_transform(locations = cells_body(columns = vars(Imagen)), fn = function(x) {gt::web_image(x, height = 70)}) %>% cols_align(
align = "center")
Player |
Total |
Imagen |
Lionel Messi |
419 |
![](https://upload.wikimedia.org/wikipedia/commons/b/b8/Messi_vs_Nigeria_2018.jpg) |
Claramente el máximo goleador histórico es Lionel Messi con un total de 419 goles desde su debut en la temporada 2004/2005 hasta la temporada 2018/2019.
library (tidyverse)
library(gganimate)
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])
goleadores_laliga <- goleadores_laliga %>% mutate(Player = case_when(
Player== "Raúl" ~ " Raúl ",
TRUE ~ Player))
goleadores_laliga2 <- goleadores_laliga %>% slice_max(Total, n = 5)
topg<- goleadores_laliga2 %>%
tidyr::pivot_longer(cols = 4:32, names_to = "Temporada")
a<-ggplot(topg, aes(Temporada , value , color=Player, fill=Player))+ geom_bar(stat = "identity")+ coord_flip()+ labs(title = "Evolución de goles por temporada de los 5 máximos goleadores de España", subtitle = "Desde la temporada 90/91 a la 18/19", x = "Goles", x = "Año")
a
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)
Este gráfico tendría que ser animado, pero a la hora de knittear no se llega a cargar, en formato.r si que iba sin problema, pero a la hora de pasar a rmd y poner la función transition_states no carga. El gráfico nos muestra la evolución de cantidad de goles de los 5 máximos goleadores históricos de Laliga desde el año 1990 hasta el 2019. Estos son Messi, Cristiano Ronaldo, Raúl, Eto’o y Villa.
El gráfico nos muestra la cantidad de goles que ha maracado cada jugadore en cada año. Esta tabla está animada por el paquete gganimate, a través de la función transition_states.
map<- goleadores_laliga %>% group_by(Country) %>% summarize(Paises = n())
library("rnaturalearth")
library("rnaturalearthdata")
library("rgeos")
world <- ne_countries(scale = "medium", returnclass = "sf")
world <- world %>% filter(subregion != "Antarctica") %>% filter(admin != "Greenland")
x<-ggplot() + geom_sf(data = world) + theme_void()
world <- world %>% select(name, iso_a3, geometry)
df_world <- left_join(map, world, by = c("Country" = "name") )
m<-ggplot(df_world) + geom_sf(aes(geometry = geometry, fill = Paises)) + scale_fill_viridis_c(option = "plasma", trans = "sqrt")+ labs(title = "Número de goleadores por cada país de LaLiga", caption = "Datos de Github",subtitle = "Datos desde la temporada 87/88 a la 18/19")
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Más tarde, he elaborado un mapa, que nos muestra la cantidad de goleadores de Laliga que ha habido en cada país desde la temporada 1990.
Claramente, el país que más goleadores ha aportado es España, más tarde, destacan otros países como Francia, Brasil o Argentina.
Para la elaboración de este mapa, he cogido los datos de cada temporada, y he agrupado los datos por el país del que viene cada futbolista. Más tarde obtenido los datos espacilaes de la practica 5 de calse, en el que había un mapa del mundo espacial con los paquetes “rnaturalearth”, “rnaturalearthdata” y “rgeos”. Después he unido estas dos tablas y he creado el gráfico.
2.1 Máximos goleadores de las grandes ligas europeas
Esta parte del trabajo la vamos a centrar en los máximos goleadores de fútbol europeo en los últimos 20 años.
goleadores_ligas_top<- rio::import(here::here("./datos/goles_ligas_top.csv"))
library (tidyverse)
library(gganimate)
goleadores_ligas_top <- goleadores_ligas_top %>% mutate(Player = case_when(
Player== "Raúl" ~ " Raúl ",
Player== "Zlatan Ibrahimović" ~ " Zlatan Ibrahimović ",
TRUE ~ Player))
goleadores_ligas_top$Total = rowSums (goleadores_ligas_top[ , 2:30])
goleadores_top <- goleadores_ligas_top %>% slice_max(Total, n = 6)
mejor<- goleadores_top %>%
tidyr::pivot_longer(cols = 2:30, names_to = "Temporada")
gr<-ggplot(mejor , aes(Temporada , value, group= Player, color = Player)) + geom_line() + facet_wrap(vars(Player), nrow = 2, ncol = 3)+ labs(title = "Evolución de goles por temporada de los 6 máximos goleadores de Europa", subtitle = "Desde la temporada 90/91 a la 18/19", x = "Goles", x = "Año") + theme(legend.position = "none")+ theme( axis.text.x=element_blank())
grafico_a <- ggplot(mejor, aes(Player, Total, fill = Player , color= "blue")) + scale_fill_brewer(palette="Spectral") + geom_bar(stat = "identity")+
labs(title = "Máximos goleadores Ligas Top", subtitle = "Desde el 1990 hasta el 2019") + theme(legend.position = "none")
grafico_ap <- grafico_a +
geom_text(aes(y=Total,
label =Total), position = position_dodge(width = 0.8),
size = 3.2, vjust=3, col = "Black")
Aquí he recogido los datos y los he agrupado en un sumatorio de todos los goles de las últimas temporadas. Podemos observar que los dos jugadores que destacan por encima del resto son Leo Messi y Cristiano Ronaldo (el cual le cogen los datos de Laliga y de la Serie A (Italia)), estos dos animales han anotado la friolera cantidad de 419 y 416 goles respectivamente en las ligas que han jugado.
El gráfico es de barras pero tiene la diferencia de que he añadido el número de goles que han anotado debajo de las barras con geom_text.
![](data:image/png;base64,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)
Este, muestra la evolución de goles que han anotado los 6 máximos goleadores de los últimos 20 años en cada temporada.
Es un gráfico de lineas que está unido a través de un facet_wrap diferenciando cada jugador. En este gráfico he tenido la dificultad de ajustar bien el texto del eje x(las difernetes temporadas), finalmente he quitado el número de las temporadas debido a que salía mal.
4. Campeones
En este apartado voy a enseñaros una serie de curiosidades sobre la historia de la liga española.
Aquí se puede observar una tabla que nos muestra todos los campeones de Laliga desde que se creó esta, cabe destacar que del 1936-1939, fue suspendida por la guerra civil. También nos muestra, los segundos y terceros clasificados; así como, el máximo goleador de cada año y cuantos goles hizo este.
equipo<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) ) %>% summarize(Ligas = n()) %>%
arrange(desc(Ligas))
rm<- equipo %>% slice_max(Ligas, n = 1)
Escudo<-"https://www.ecured.cu/images/thumb/c/c6/428px-logo_real_madrid_svg1_copia.jpg/260px-428px-logo_real_madrid_svg1_copia.jpg"
rm <- rm %>% add_column(Escudo)
library(gt)
rm <- rm %>% gt()
rm <- rm %>%
tab_header(title = md("**Equipo con más Ligas**"), subtitle= md("Hasta la temporada 2019/2020"))
rm <- rm %>%
tab_options(heading.background.color = "black") %>% tab_options(heading.title.font.size = 18, heading.subtitle.font.size = 13, column_labels.font.weight = "bold")
rm <- rm %>%
gt::text_transform(locations = cells_body(columns = vars(Escudo)), fn = function(x) {gt::web_image(x, height = 70)}) %>% cols_align(
align = "center")
Winner |
Ligas |
Escudo |
Real Madrid |
34 |
![](https://www.ecured.cu/images/thumb/c/c6/428px-logo_real_madrid_svg1_copia.jpg/260px-428px-logo_real_madrid_svg1_copia.jpg) |
Aquí podemos observar que el equipo más laureado de la historia de la liga española es el
Real Madrid Club de fútbol con 34 ligas.
equipo<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) ) %>%
summarize(Ligas = n()) %>%
arrange(desc(Ligas))
queso<-ggplot(equipo, aes("", Ligas, fill = Winner)) + geom_bar(stat = "identity", color="white") + geom_text(aes(label=Ligas), position = position_stack(vjust=0.5), color = "white", size = 2) + coord_polar(theta = "y") + theme_void() + labs(title="Número de Ligas por equipo") + theme(plot.title = element_text(hjust = 0.5))
queso
anyox<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) )
anyo<- ggplot(anyox, aes(Season , Goals, group=Goals,fill="red")) + geom_bar(stat = "identity") + labs(x = "Temporada", y = "Goles", title = "Goles por temporada de cada pichichi de LaLiga", caption = "Datos obtenidos de Github") + theme_bw() + theme(plot.title = element_text(hjust = 0.5)) +
theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)+ theme(legend.position = "none")
Este gráfico nos muestra a través de un gráfico circular, la cantidad de ligas que ha ganado cada club de la liga española. El Real Madird encabeza esta lista, por delante del Barcelona (26) y Atlético de Madrid que tiene 8 más 2 cuando se llamaba Atlético aviación.
Para la elaboración de este gráfico primero he tenido que arreglar los datos de los nombres de cada equipo, y más tarde agrupar los datos por cada primera posición que ha había obtenido. A partir de estos datos, he hecho un gráfico de “quesitos”.
En este gráfico vemos como ha evolucionado la cantidad de goles marcados por cada “pichichi” de la liga en cada temporada que se ha realizado esta, es decir, desde el 1929 hasta el 2020 quitando los años de la guerra civil.
Hay que destacar los años donde tanto Messi, como Cristiano Ronaldo han estado pealndo por ser el máximo goleador y se iban a unas cifras realmente altas, en la temporada 2011/2012 Messi llegó a alcanzar los 50 goles en una temporada.
Es un ggplot de barras donde he tenido que girar el angulo del texto del eje x (las temporadas) para que se pudieran ver de manera adecuada.
5. Clasificación
En este apartado voy a mirar algunos datos relevantes sobre la clasificación de la liga en los últimos 30 años, desde la temporada 1987/1988 hasta la temporada 2018/2019.
library (tidyverse)
library(ggThemeAssist)
clasificacion<- rio::import(here::here("./datos/clasificacion_total.csv"))
#Puntos de cada primer clasificado y más partidos ganados
clasificacion_1<- clasificacion %>% filter(Position == 1)
clasificacion_1<- clasificacion_1 %>% group_by(Points) %>% arrange(desc(Points))
primero<-ggplot(clasificacion_1, aes(Season , Points , color=Team, fill=Team))+ geom_bar(stat = "identity")+ labs(x = "Temporada", y = "Puntos obtenidos", title = "Puntos por temporada de cada campeón de la Liga",subtitle = "Desde la temporada 87/88 a la 18/19", caption = "Datos obtenidos de Github") + theme_bw() + scale_y_continuous(labels=function(n){format(n, scientific = FALSE)}) + theme(plot.title = element_text(hjust = 0.5)) +
theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)
clasificacion_wins <- clasificacion_1 %>% arrange(desc(Won))
w<-ggplot(clasificacion_1, aes(Season , Won , color=Team, fill=Team))+ geom_bar(stat = "identity") + labs(x = "Temporada", y = "Nº de Partidos Ganados", title = "Partidos ganados por temporada de cada campeón de la Liga",subtitle = "Desde la temporada 87/88 a la 18/19", caption = "Datos obtenidos de Github") + theme_bw() + scale_y_continuous(labels=function(n){format(n, scientific = FALSE)}) + theme(plot.title = element_text(hjust = 0.5)) +
theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)
library(gridExtra) #- install.packages("gridExtra")
l<-grid.arrange(primero, w, nrow= 2)
#> TableGrob (2 x 1) "arrange": 2 grobs
#> z cells name grob
#> 1 1 (1-1,1-1) arrange gtable[layout]
#> 2 2 (2-2,1-1) arrange gtable[layout]
Aquí, nos hemos centrado en los datos de los primeros clasificados, y en este gráfico observamos la evolución de los puntos de cada primer clasificado así como la cantidad de partidos que ha ganado cada equipo ganador en cada tmeporada.
El gráfico consta de dos gráficos de barras agrupados por el equipo que ha salido campeón. Más tarde a raíz de estos gráficos, los he unido con la función gird.extra del paquete con el mismo nombre.
#Los peores equipos (menos puntos)
clasificacion_peor <- clasificacion %>% slice_min(Points, n = 10) %>% select(!(Conceded|GoalDifference|Team))
#Los que más goles han marcado
clasificacion_goles <- clasificacion %>% slice_max(Scored, n = 10)%>% select(!(Conceded|GoalDifference|Team))
Equipos con menos puntos obtenidos en liga
1994-95 |
20 |
CD Logroñés |
Logroño |
13 |
38 |
2 |
9 |
27 |
15 |
1997-98 |
20 |
R. Sporting |
Gijón |
13 |
38 |
2 |
7 |
29 |
31 |
1988-89 |
20 |
Elche CF |
Alicante |
15 |
38 |
4 |
7 |
27 |
29 |
1989-90 |
20 |
Rayo Vallecano |
Madrid |
19 |
38 |
6 |
7 |
25 |
32 |
2014-15 |
20 |
Córdoba CF |
Córdoba |
20 |
38 |
3 |
11 |
24 |
22 |
2016-17 |
20 |
Granada CF |
Granada |
20 |
38 |
4 |
8 |
26 |
30 |
2017-18 |
20 |
Málaga CF |
Málaga |
20 |
38 |
5 |
5 |
28 |
24 |
1989-90 |
19 |
RC Celta |
Vigo |
22 |
38 |
5 |
12 |
21 |
24 |
1992-93 |
19 |
Cádiz CF |
Cádiz |
22 |
38 |
5 |
12 |
21 |
30 |
1992-93 |
20 |
Real Burgos CF |
Burgos |
22 |
38 |
4 |
14 |
20 |
29 |
2016-17 |
19 |
CA Osasuna |
Pamplona |
22 |
38 |
4 |
10 |
24 |
40 |
2017-18 |
19 |
UD Las Palmas |
Las Palmas de Gran Canaria |
22 |
38 |
5 |
7 |
26 |
24 |
Esta primera tabla, nos muestra los peores equipos de los últimos 30 años en cuanto datos de la puntuación. Los equipos que menos puntos han logrado ene stos 30 años son el Logroñes de la temporada 94/95 y el Sporting de Gijón de la temporada 97/98. Cabe destacar, que el último en unirse a esta lista en la que nadie quiere aparecer esel Málaga de la temporada 2017/2018, con 20 puntos.
Otro de los datos curisosos es que a pesar de ser los peores equipos, hay varios equipos que aparecen en esta lista sin haber quedado el último clasificado de la liga, como es el caso de Las Palmas en el año 17/18; esto supone que hay años en los que las puntuaciones para salvarse y no descender a segunda son más altos que otros.
Equipos con más goles en liga
2011-12 |
1 |
Real Madrid |
Madrid |
100 |
38 |
32 |
4 |
2 |
121 |
2014-15 |
2 |
Real Madrid |
Madrid |
92 |
38 |
30 |
2 |
6 |
118 |
2016-17 |
2 |
FC Barcelona |
Barcelona |
90 |
38 |
28 |
6 |
4 |
116 |
2012-13 |
1 |
FC Barcelona |
Barcelona |
100 |
38 |
32 |
4 |
2 |
115 |
2011-12 |
2 |
FC Barcelona |
Barcelona |
91 |
38 |
28 |
7 |
3 |
114 |
2015-16 |
1 |
FC Barcelona |
Barcelona |
91 |
38 |
29 |
4 |
5 |
112 |
2014-15 |
1 |
FC Barcelona |
Barcelona |
94 |
38 |
30 |
4 |
4 |
110 |
2015-16 |
2 |
Real Madrid |
Madrid |
90 |
38 |
28 |
6 |
4 |
110 |
1989-90 |
1 |
Real Madrid |
Madrid |
62 |
38 |
26 |
10 |
2 |
107 |
2016-17 |
1 |
Real Madrid |
Madrid |
93 |
38 |
29 |
6 |
3 |
106 |
Aquí, he adjunto otra tabla, pero no tiene nad auqe ver con la anteror, esta muestra los 10 equipos que más goles han marcado en los últimos años. No obstante, se puede ver que todos pertenecen al Real madrid o al Fútbol Club Barcelona. El record de puntos y goles marcados, lo consiguió el Real Madrid de Mourinho en la temporada 2011/2012 xon 100 puntos y 121 goles favor, una auténtica locura. Este récord a día de hoy sigue vigente y me imagino que aún tardará en batirse.
5.1 Equipos que nunca han descendido
Hay 3 equipos en la historia del fútbol español, que jamás ha descendido a segunda división y siempre han permanecido en la categoría de oro. Estos son,por un lado, los que no podían faltar el Real Madrid y el Barça; y por el otro lado el meritorio Athletic Club de Bilbao. Este apartado se centra en los datos de estos tres equipos en los últimos 30 años.
library(gganimate)
clasificacion_mba<- clasificacion %>% filter(`Crest names` == "Real Madrid"|`Crest names` == "FC Barcelona"| `Crest names` == "Athletic Club")
graficomba <- ggplot(clasificacion_mba, aes(Season, Points, color = `Crest names`, group = `Crest names`)) + geom_line() + geom_point() + theme_light() + labs(title = "Evolución de puntos obtenidos",subtitle = "Datos desde la temporada 87/88 a la 18/19", caption = "Datos de Github", x = "Temporada", y = "Nº de puntos") + theme(plot.title = element_text(hjust = 0.5, face = "bold", color = "Coral")) + theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)+ scale_y_continuous(labels=function(n){format(n, scientific = FALSE)})
library(plotly)
b <- ggplot(clasificacion_mba, aes(Season, Position, fill = Team)) + geom_col(position = "dodge")+ theme(axis.text.x = element_text(angle=90, vjust=0.6), panel.background = NULL)+ labs(title = "Evolución de la posición en LaLiga ", caption = "Datos de Github",subtitle = "Obtenida por los equipos que nunca han descendido", x = "Temporada", y = "Nº de puntos") + theme(plot.title = element_text(hjust = 0.5, face = "bold", color = "Coral"))
Este primer gráfico muestra la evolución de la cantidad de puntos que han obtenido estos tres equipos.
Está elaborado a traves de un gráfico de puntos y lineas.
En este gráfico dinámico vemos la posición que ha logrado estos equipos desde la temporada 87/88.
Vemos que las barras del Atlhetic de Bilbao, son mucho más altas ya que al ser un equipo más modesto, muchas veces están lejos de las posiciones de las posiciones cabeceras, por este motivo tiene tanto mérito que nunca hayan descendido.
Es un gráfico de barras que es dinámico gracias al paquete ploty, por lo tanto, si pasas el puntero por encima de las barras, en cada una de ellas, nos dice que posición obtuvo cada equipo en esa temporada.
6. Conclusión
Finalmente quiero decir que este trabajo me ha llevado bastante trabajo, aunque gracias al tema elegido se me ha hecho bastnate más llevadero. No sé si el resultado final muestra todo el tiempo que ha supuesto (espero que sí) y espero que os haya gustado.
También me gustaría decir que el trabajo no está inspirado como tal en ningún otro, pero que me he apoyado y me ha ayudado bastante a la hora de resolver varias dudas, el trabajo de eqipo que hice en su día con mis compañeros Noelia y Andreu sobre el Covid.
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)
7. Bibliografía
Para la realización del trabajo he utilizado:
---
title: "Datos interesantes sobre la historia del futbol español"
subtitle: "Ignacio Montava (monpeig@alumni.uv.es)" #- pongo tú nombre ahí para q aparezca más grande q el de la UV
author: "Universitat de València"
date: "Diciembre de 2020 (actualizado el `r format(Sys.time(), '%d-%m-%Y')`)"
output:
  html_document:
    #css: "./assets/my_css_file.css"
    theme: paper
    highlight: textmate 
    toc: true
    toc_depth: 3 
    toc_float: 
      collapsed: true
      smooth_scroll: true
    self_contained: true
    number_sections: false
    df_print: kable
    code_download: true
editor_options: 
  chunk_output_type: console
---

```{r packages-setup, include = FALSE}
library(tidyverse)
library(klippy)  #- remotes::install_github("rlesur/klippy")
library(knitr)
```

```{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/perezp44/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

Este tabajo me ha ayudado ha conocer algunos datos curiosos osbre mi hobby favorito como es el futbol. Hacer el trabajo sobre este deporte ma ha ayduado a que me interese más la realización del trabajo.<br>

Por una parte, voy a hablar de algunos datos de Laliga centrandome principalmente en los máximos goleadores históricos. Más tarde también me centraré en datos sobre los campeones de liga. Por último, pasaré a datos sobre los goleadores 4 grandes ligas (Laliga, Bundesliga, Premier League y la Serie A).<br>

![Copa](./imagenes/copa.jpg)

# 2. Datos

Los datos son procedentes de varios repositorios de Github, donde he tenido varios problemas a la hora de seleccionar y trasformar, ya que muchos nombres de los jugadores y equipos no son aceptados correctamente debido a los acentos, diéresis... <br>
Los datos están en formato Excel y he conseguido extraer varios data frames. A parte de estps, había encontrado otros por internet, pero estaban muy mal estructurados y a la hora de manejarlos se me hacía imposible.

```{r, eval = TRUE}
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_ligas_top<- rio::import(here::here("./datos/goles_ligas_top.csv"))
estadisticas_jugadores<- rio::import(here::here("./datos/estadisticas_jugadores.csv"))
clasificacion<- rio::import(here::here("./datos/clasificacion_total.csv"))
campeones<- rio::import(here::here("./datos/La_Liga_Winners.csv"))

#Tabla campeones
campeones <- campeones %>% mutate(Winner = case_when(
Winner==  "AtlÃ©tico Madrid" ~ "Átletico de Madird",
Winner == "AtlÃ©tico AviaciÃ³n[a]" ~ "Átletico de Madrid",
Winner == "Deportivo La CoruÃ±a" ~ "Deportivo de La Coruña",
TRUE ~ Winner))
#Tabla goleadores
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])


```



# 3. Goleadores
En esta parte del tabajo voy a tratar de mostrar una serie de datos curiosos de los máximos goleadores de la liga desde el 1990 hasta día de hoy; también dedicaré un tramo para mostrar datos de los máximos goleadores de las grandes ligas europeas.


```{r}
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])

```


En primer lugar vamos a observar quien es el jugador con más goles en la historia de Laliga:

```{r, eval = TRUE}
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))

library (tidyverse)
library(gganimate)



goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])

goleadores_laliga <- goleadores_laliga %>% mutate(Player = case_when(
  Player==  "RaÃºl" ~ " Raúl ",
  TRUE ~ Player))

Imagen<-"https://upload.wikimedia.org/wikipedia/commons/b/b8/Messi_vs_Nigeria_2018.jpg"



Messi <- goleadores_laliga  %>% slice_max(Total, n = 1) %>% select(Player|Total)

Messi <- Messi %>% add_column(Imagen)

library(gt)
Messi <- Messi %>% gt()

Messi <- Messi %>%
                   tab_header(title = md("**Jugador con más goles en LaLiga**"), subtitle= md("Hasta la temporada 2018/2019"))
Messi <- Messi %>%
                tab_options(heading.background.color = "black") %>% tab_options(heading.title.font.size = 18, heading.subtitle.font.size = 13,  column_labels.font.weight =  "bold")


Messi <- Messi  %>%
  gt::text_transform(locations = cells_body(columns = vars(Imagen)), fn = function(x) {gt::web_image(x, height = 70)}) %>%  cols_align(
    align = "center")

```


```{r echo = FALSE, eval = TRUE}
Messi
```

Claramente el máximo goleador histórico es **Lionel Messi** con un total de 419 goles desde su debut en la temporada 2004/2005 hasta la temporada 2018/2019.

```{r}
library (tidyverse)
library(gganimate)
goleadores_laliga <- rio::import(here::here("./datos/goles_total_laliga.csv"))
goleadores_laliga$Total = rowSums (goleadores_laliga[ , 4:32])

goleadores_laliga <- goleadores_laliga %>% mutate(Player = case_when(
  Player==  "RaÃºl" ~ " Raúl ",
  TRUE ~ Player))
goleadores_laliga2 <- goleadores_laliga  %>%  slice_max(Total, n = 5) 

topg<- goleadores_laliga2 %>% 
  tidyr::pivot_longer(cols = 4:32, names_to = "Temporada")


a<-ggplot(topg, aes(Temporada , value , color=Player, fill=Player))+ geom_bar(stat = "identity")+  coord_flip()+  labs(title = "Evolución de goles por temporada de los 5 máximos goleadores de España", subtitle = "Desde la temporada 90/91 a la 18/19",  x = "Goles", x = "Año")
a

```

Este gráfico tendría que ser animado, pero a la hora de knittear no se llega a cargar, en formato.r si que iba sin problema, pero a la hora de pasar a rmd y poner la función transition_states no carga. El gráfico nos muestra la evolución de cantidad de goles de los 5 máximos goleadores históricos de Laliga desde el año 1990 hasta el 2019. Estos son Messi, Cristiano Ronaldo, Raúl, Eto'o y Villa.<br>

El gráfico nos muestra la cantidad de goles que ha maracado cada jugadore en cada año. Esta tabla está animada por el paquete gganimate, a través de la función transition_states.<br>


```{r}
map<- goleadores_laliga %>% group_by(Country) %>%  summarize(Paises = n()) 


library("rnaturalearth")
library("rnaturalearthdata")
library("rgeos")

world <- ne_countries(scale = "medium", returnclass = "sf")

world <- world %>% filter(subregion != "Antarctica") %>% filter(admin != "Greenland")
x<-ggplot() + geom_sf(data = world) + theme_void()
world <- world %>% select(name, iso_a3, geometry)


df_world <- left_join(map, world, by = c("Country" = "name") ) 

m<-ggplot(df_world) + geom_sf(aes(geometry = geometry, fill = Paises)) + scale_fill_viridis_c(option = "plasma", trans = "sqrt")+ labs(title = "Número de goleadores por cada país de LaLiga", caption = "Datos de Github",subtitle = "Datos desde la temporada 87/88 a la 18/19")


```


```{r out.width="100%", out.height="50%", echo=FALSE, eval=TRUE}
m
```

Más tarde, he elaborado un mapa, que nos muestra la cantidad de goleadores de Laliga que ha habido en cada país desde la temporada 1990.<br>
Claramente, el país que más goleadores ha aportado es España, más tarde, destacan otros países como Francia, Brasil o Argentina.
<br>
Para la elaboración de este mapa, he cogido los datos de cada temporada, y he agrupado los datos por el país del que viene cada futbolista. Más tarde obtenido los datos espacilaes de la practica 5 de calse, en el que había un mapa del mundo espacial con los paquetes "rnaturalearth", "rnaturalearthdata" y "rgeos". Después he unido estas dos tablas y he creado el gráfico.


<br>

## 2.1 Máximos goleadores de las grandes ligas europeas
Esta parte del trabajo la vamos a centrar en los máximos goleadores de fútbol europeo en los últimos 20 años. 

```{r}
goleadores_ligas_top<- rio::import(here::here("./datos/goles_ligas_top.csv"))
library (tidyverse)
library(gganimate)

goleadores_ligas_top <- goleadores_ligas_top %>% mutate(Player = case_when(
  Player==  "RaÃºl" ~ " Raúl ",
  Player==  "Zlatan IbrahimoviÄ‡" ~ " Zlatan Ibrahimović ",
  TRUE ~ Player))


goleadores_ligas_top$Total = rowSums (goleadores_ligas_top[ , 2:30])

goleadores_top <- goleadores_ligas_top  %>%  slice_max(Total, n = 6) 

mejor<- goleadores_top %>% 
  tidyr::pivot_longer(cols = 2:30, names_to = "Temporada")


gr<-ggplot(mejor , aes(Temporada , value,  group= Player, color = Player))  + geom_line() + facet_wrap(vars(Player), nrow = 2, ncol = 3)+  labs(title = "Evolución de goles por temporada de los 6 máximos goleadores de Europa", subtitle = "Desde la temporada 90/91 a la 18/19",  x = "Goles", x = "Año") +  theme(legend.position = "none")+ theme( axis.text.x=element_blank()) 




grafico_a <- ggplot(mejor, aes(Player, Total,   fill = Player , color= "blue")) +  scale_fill_brewer(palette="Spectral") + geom_bar(stat = "identity")+ 
  labs(title = "Máximos goleadores Ligas Top", subtitle = "Desde el 1990 hasta el 2019") + theme(legend.position = "none")

grafico_ap <- grafico_a + 
  geom_text(aes(y=Total, 
                label =Total), position = position_dodge(width = 0.8), 
            size = 3.2, vjust=3, col = "Black")

```


```{r echo = FALSE, eval = TRUE}
grafico_ap
```
Aquí he recogido los datos y los he agrupado en un sumatorio de todos los goles de las últimas temporadas. Podemos observar que los dos jugadores que destacan por encima del resto son Leo Messi y Cristiano Ronaldo (el cual le cogen los datos de Laliga y de la Serie A (Italia)), estos dos animales han anotado la friolera cantidad de 419 y 416 goles respectivamente en las ligas que han jugado. <br>

El gráfico es de barras pero tiene la diferencia de que he añadido el número de goles que han anotado debajo de las barras con geom_text.

```{r echo = FALSE, eval = TRUE}
gr
```

Este, muestra la evolución de goles que han anotado los 6 máximos goleadores de los últimos 20 años en cada temporada.<br>

Es un gráfico de lineas que está unido a través de un facet_wrap diferenciando cada jugador. En este gráfico he tenido la dificultad de ajustar bien el texto del eje x(las difernetes temporadas), finalmente he quitado el número de las temporadas debido a que salía mal.

# 4. Campeones
En este apartado voy a enseñaros una serie de curiosidades sobre la historia de la liga española. <br>
```{r echo = FALSE, eval = TRUE}
campeones<- rio::import(here::here("./datos/La_Liga_Winners.csv"))

campeones <- campeones %>% mutate(Winner = case_when(
Winner==  "AtlÃ©tico Madrid" ~ "Átletico de Madird",
Winner == "AtlÃ©tico AviaciÃ³n[a]" ~ "Átletico de Madrid",
Winner == "Deportivo La CoruÃ±a" ~ "Deportivo de La Coruña",
TRUE ~ Winner))
```



```{r echo = FALSE, eval = TRUE}

DT::datatable(campeones, filter = 'top',
              options = list(pageLength = 10 , autoWidth = TRUE ))
```
<br>
Aquí se puede observar una tabla que nos muestra todos los campeones de Laliga desde que se creó esta, cabe destacar que del 1936-1939, fue suspendida por la guerra civil. También nos muestra, los segundos y terceros clasificados; así como, el máximo goleador de cada año y cuantos goles hizo este.

<br>
```{r}
equipo<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) ) %>%   summarize(Ligas = n()) %>% 
  arrange(desc(Ligas))
 
rm<- equipo  %>%  slice_max(Ligas, n = 1) 

Escudo<-"https://www.ecured.cu/images/thumb/c/c6/428px-logo_real_madrid_svg1_copia.jpg/260px-428px-logo_real_madrid_svg1_copia.jpg"
rm <- rm %>% add_column(Escudo)

library(gt)
rm <- rm %>% gt()

rm <- rm %>%
                   tab_header(title = md("**Equipo con más Ligas**"), subtitle= md("Hasta la temporada 2019/2020"))
rm <- rm %>%
                tab_options(heading.background.color = "black") %>% tab_options(heading.title.font.size = 18, heading.subtitle.font.size = 13,  column_labels.font.weight =  "bold")


rm <- rm  %>%
  gt::text_transform(locations = cells_body(columns = vars(Escudo)), fn = function(x) {gt::web_image(x, height = 70)}) %>%  cols_align(
    align = "center")

```

```{r echo = FALSE, eval = TRUE}
rm
```
Aquí podemos observar que el equipo más laureado de la historia de la liga española es el **Real Madrid** Club de fútbol con 34 ligas. 

<br>
```{r, eval = TRUE}
equipo<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) ) %>%  
  summarize(Ligas = n()) %>% 
  arrange(desc(Ligas))
 
queso<-ggplot(equipo, aes("", Ligas, fill = Winner)) + geom_bar(stat = "identity", color="white") + geom_text(aes(label=Ligas), position = position_stack(vjust=0.5), color = "white", size = 2) + coord_polar(theta = "y") + theme_void() + labs(title="Número de Ligas por equipo") + theme(plot.title = element_text(hjust = 0.5))
queso

anyox<- campeones %>% group_by(Winner)%>%filter(!(Season %in% c("1936/37", "1937/38","1938/39")) )
anyo<- ggplot(anyox, aes(Season , Goals, group=Goals,fill="red")) + geom_bar(stat = "identity")  + labs(x = "Temporada", y = "Goles", title = "Goles por temporada de cada pichichi de LaLiga", caption = "Datos obtenidos de Github")  + theme_bw()   + theme(plot.title = element_text(hjust = 0.5)) +
  theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)+ theme(legend.position = "none")


```
Este gráfico nos muestra a través de un gráfico circular, la cantidad de ligas que ha ganado cada club de la liga española. El Real Madird encabeza esta lista, por delante del Barcelona (26) y Atlético de Madrid que tiene 8 más 2 cuando se llamaba Atlético aviación.<br>
Para la elaboración de este gráfico primero he tenido que arreglar los datos de los nombres de cada equipo, y más tarde agrupar los datos por cada primera posición que ha había obtenido. A partir de estos datos, he hecho un gráfico de "quesitos".

<br>
```{r echo = FALSE, eval = TRUE}
anyo
```
En este gráfico vemos como ha evolucionado la cantidad de goles marcados por cada "pichichi" de la liga en cada temporada que se ha realizado esta, es decir, desde el 1929 hasta el 2020 quitando los años de la guerra civil.<br>
Hay que destacar los años donde tanto Messi, como Cristiano Ronaldo han estado pealndo por ser el máximo goleador y se iban a unas cifras realmente altas, **en la temporada 2011/2012 Messi llegó a alcanzar los 50 goles en una temporada**.<br>

Es un ggplot de barras donde he tenido que girar el angulo del texto del eje x (las temporadas) para que se pudieran ver de manera adecuada.


<br>



# 5. Clasificación  
En este apartado voy a mirar algunos datos relevantes sobre la clasificación de la liga en los últimos 30 años, desde la temporada 1987/1988 hasta la temporada 2018/2019.

<br>
```{r echo = TRUE, eval = TRUE}
library (tidyverse)
library(ggThemeAssist)

clasificacion<- rio::import(here::here("./datos/clasificacion_total.csv"))


#Puntos de cada primer clasificado y más partidos ganados
clasificacion_1<- clasificacion %>% filter(Position == 1) 

clasificacion_1<- clasificacion_1 %>% group_by(Points) %>%   arrange(desc(Points))

primero<-ggplot(clasificacion_1, aes(Season , Points , color=Team, fill=Team))+ geom_bar(stat = "identity")+ labs(x = "Temporada", y = "Puntos obtenidos", title = "Puntos por temporada de cada campeón de la Liga",subtitle = "Desde la temporada 87/88 a la 18/19", caption = "Datos obtenidos de Github")  + theme_bw() + scale_y_continuous(labels=function(n){format(n, scientific = FALSE)})  + theme(plot.title = element_text(hjust = 0.5)) +
  theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)


clasificacion_wins <- clasificacion_1 %>%   arrange(desc(Won))

w<-ggplot(clasificacion_1, aes(Season , Won , color=Team, fill=Team))+ geom_bar(stat = "identity") + labs(x = "Temporada", y = "Nº de Partidos Ganados", title = "Partidos ganados por temporada de cada campeón de la Liga",subtitle = "Desde la temporada 87/88 a la 18/19", caption = "Datos obtenidos de Github")  + theme_bw() + scale_y_continuous(labels=function(n){format(n, scientific = FALSE)})  + theme(plot.title = element_text(hjust = 0.5)) +
  theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)


library(gridExtra)  #- install.packages("gridExtra")

l<-grid.arrange(primero, w, nrow= 2)

```
<br>
```{r echo = FALSE, eval = TRUE,warning = FALSE}
l
```
Aquí, nos hemos centrado en los datos de los primeros clasificados, y en este gráfico observamos la evolución de los puntos de cada primer clasificado así como la cantidad de partidos que ha ganado cada equipo ganador en cada tmeporada.<br>

El gráfico consta de dos gráficos de barras agrupados por el equipo que ha salido campeón. Más tarde a raíz de estos gráficos, los he unido con la función gird.extra del paquete con el mismo nombre.


<br>


```{r}
#Los peores equipos (menos puntos)
clasificacion_peor <- clasificacion %>% slice_min(Points, n = 10) %>% select(!(Conceded|GoalDifference|Team))

#Los que más goles han marcado
clasificacion_goles <- clasificacion %>%   slice_max(Scored, n = 10)%>% select(!(Conceded|GoalDifference|Team))
```

<br>

<center><FONT COLOR="Blue">**Equipos con menos puntos obtenidos en liga**</FONT></center>
```{r echo=FALSE, eval=TRUE, out.width="80%"}
clasificacion_peor
```
Esta primera tabla, nos muestra los peores equipos de los últimos 30 años en cuanto datos de la puntuación. Los equipos que menos puntos han logrado ene stos 30 años son el Logroñes de la temporada 94/95 y el Sporting de Gijón de la temporada 97/98. Cabe destacar, que el último en unirse a esta lista en la que nadie quiere aparecer esel Málaga de la temporada 2017/2018, con 20 puntos.<br>
Otro de los datos curisosos es que a pesar de ser los peores equipos, hay varios equipos que aparecen en esta lista sin haber quedado el último clasificado de la liga, como es el caso de Las Palmas en el año 17/18; esto supone que hay años en los que las puntuaciones para salvarse y no descender a segunda son más altos que otros.


<br>

<center><FONT COLOR="Blue">**Equipos con más goles en liga**</FONT></center>

```{r echo=FALSE, eval=TRUE, out.width="80%"}
clasificacion_goles
```
Aquí, he adjunto otra tabla, pero no tiene nad auqe ver con la anteror, esta muestra los 10 equipos que más goles han marcado en los últimos años. No obstante, se puede ver que todos pertenecen al Real madrid o al Fútbol Club Barcelona. El record de puntos y goles marcados, lo consiguió el Real Madrid de Mourinho en la temporada 2011/2012 xon 100 puntos y 121 goles  favor, una auténtica locura. Este récord a día de hoy sigue vigente y me imagino que aún tardará en batirse.


<br>



## 5.1 Equipos que nunca han descendido   

Hay 3 equipos en la historia del fútbol español, que jamás ha descendido a segunda división y siempre han permanecido en la categoría de oro. Estos son,por un lado, los que no podían faltar  el Real Madrid y el Barça; y por el otro lado el meritorio Athletic Club de Bilbao. Este apartado se centra en los datos de estos tres equipos en los últimos 30 años.

```{r}
library(gganimate)

clasificacion_mba<- clasificacion %>% filter(`Crest names` == "Real Madrid"|`Crest names` == "FC Barcelona"| `Crest names` == "Athletic Club") 

graficomba <- ggplot(clasificacion_mba, aes(Season, Points, color = `Crest names`, group = `Crest names`)) + geom_line() + geom_point() + theme_light()  + labs(title = "Evolución de puntos obtenidos",subtitle = "Datos desde la temporada 87/88 a la 18/19", caption = "Datos de Github", x = "Temporada", y = "Nº de puntos") +  theme(plot.title = element_text(hjust = 0.5, face = "bold", color = "Coral")) + theme(axis.text.x = element_text(angle=60, vjust=0.6), panel.background = NULL)+ scale_y_continuous(labels=function(n){format(n, scientific = FALSE)})  


library(plotly)




b <- ggplot(clasificacion_mba, aes(Season, Position, fill = Team)) + geom_col(position = "dodge")+  theme(axis.text.x = element_text(angle=90, vjust=0.6), panel.background = NULL)+ labs(title = "Evolución de la posición en LaLiga ", caption = "Datos de Github",subtitle = "Obtenida por los equipos que nunca han descendido", x = "Temporada", y = "Nº de puntos") +  theme(plot.title = element_text(hjust = 0.5, face = "bold", color = "Coral"))   



```


```{r out.width="80%", out.height="90%", echo=FALSE, eval=TRUE}
graficomba

```
Este primer gráfico muestra la evolución de la cantidad de puntos que han obtenido estos tres equipos.<br>

Está elaborado a traves de un gráfico de puntos y lineas.


<br>

```{r out.width="100%", out.height="50%", echo=FALSE, eval=TRUE}
ggplotly(b)
```
En este gráfico dinámico vemos la posición que ha logrado estos equipos desde la temporada 87/88.<br>
Vemos que las barras del Atlhetic de Bilbao, son mucho más altas ya que al ser un equipo más modesto, muchas veces están lejos de las posiciones de las posiciones cabeceras, por este motivo tiene tanto mérito que nunca hayan descendido. <br>

Es un gráfico de barras que es dinámico gracias al paquete ploty, por lo tanto, si pasas el puntero por encima de las barras, en cada una de ellas, nos dice que posición obtuvo cada equipo en esa temporada.


<br>

![bilbao](./imagenes/bilbao.jpg)

# 6. Conclusión
Finalmente quiero decir que este trabajo me ha llevado bastante trabajo, aunque gracias al tema elegido se me ha hecho bastnate más llevadero. No sé si el resultado final muestra todo el tiempo que ha supuesto (espero que sí) y espero que os haya gustado.<br>

También me gustaría decir que el trabajo no está inspirado como tal en ningún otro, pero que me he apoyado y me ha ayudado bastante a la hora de resolver varias dudas, el trabajo de eqipo que hice en su día con mis compañeros Noelia y Andreu sobre el Covid.

![fin](./imagenes/fin.jpg)<br>

# 7. Bibliografía

Para la realización del trabajo he utilizado:

- https://github.com/sameer-m-dev/webScrapingRepo/tree/f640e3dd34bb01d34959df138203100d0c7dcaf1/Football

- https://github.com/alvarobartt/laliga-dataset/tree/master/dataset

- https://github.com/ariannalupi/laliga

- https://www.kaggle.com/kishan305/spanish-football-la-liga-champions
