Interações e Dinâmicas de Populações e Continentes - Um panorama global

Author

Ana Prya Bartolo Gomes, Bruna Lacerda, Felipe Almada, Ismael de Jesus, Luiz Daniel Gonzalez de Sena, Michaelle Nery

Resumo

O resumo é uma síntese concisa do artigo, apresentando de forma clara e objetiva o objetivo, metodologia, principais resultados e conclusões da pesquisa. O tamanho do resumo pode variar de acordo com as normas da revista ou evento científico em que será submetido. Neste caso, o resumo deve ter entre 150 a 250 palavras.

Palavras-chave: palavra 1; palavra 2; palavra 3

1. Introdução

O presente estudo se baseia em um banco de dados que reúne informações globais, como indicadores socioeconômicos,  ambientais, educacionais e demográficos. Com 196 países representados, as correlações realizadas a partir desse conjunto de dados proporcionam uma perspectiva global completa sobre diversos aspectos das nações. Essa amplitude de informações possibilita análises minuciosas e comparações detalhadas entre países, permitindo uma compreensão mais profunda das disparidades e semelhanças que moldam o cenário internacional. Além do mais, traçar o perfil de cada país é importante pois permite que pesquisadores, governos e empresas obtenham parâmetros valiosos sobre questões globais, identifiquem tendências, desafios e oportunidades, além de promoverem decisões importantes em âmbitos internacionais.

1.1. Objetivo

O objetivo deste trabalho é explorar quais tendências socioeconômicas, ambientais e políticas podem ser observadas no planeta Terra. Para isso, foi realizada uma análise estatística bivariada proveniente do agrupamento das informações contidas no banco de dados utilizado em cinco duplas de variáveis. As duplas de variáveis foram compostas tanto de variáveis qualitativas quanto de quantitativas. As correlações foram escolhidas visando a melhor representação de relações econômicas, sociais e sustentáveis/ambientais internacionais, a fim de criar um panorama geral de como cada país se comporta em determinados indicadores.

1.1.1. Objetivos específicos

  • Analisar a influência do PIB nas emissões de CO2;
  • Analisar como o valor do salário mínimo de um país influencia em sua taxa de natalidade;
  • Analisar como a quantidade de emissão de CO2 de um país influencia na extensão de sua área florestal;
  • Quantificar qual a taxa de desemprego nos diferentes continentes;
  • Quantificar qual a densidade nos diferentes continentes.

2. Metodologia

Descreva os dados utilizados, informando a composição da amostra, incluindo critérios de inclusão e exclusão (se for o caso), tamanho da amostra, características das observações, entre outros aspectos.

Descreva também as variáveis e a fonte dos dados utilizados. Cite todas as variáveis informando as categorias quando se tratar de variável qualitativa.

Em seguida, mencione os gráficos criados, as medidas calculadas, os testes de hipóteses usados e o modelo de regressão. Inclusive, mencione sobre a avaliação da normalidade dos dados. Não se esqueça de citar o software (e versão) utilizado e o nível de significância adotado.

3. Resultados e Discussão

Tabela 1

library(readxl)
world_sem_país <- read_excel("C:/Users/User/Desktop/world_sem_país.xlsx", 
    col_types = c("text", "numeric", "numeric", 
        "numeric", "numeric", "numeric", 
        "numeric", "numeric"))
#View(world_sem_país)
library(gtsummary)
tbl_summary(world_sem_país)

O software utilizado para criação de gráficos, análise e manejo de variáveis e criação de tabelas foi o R version 4.3.1. O banco de dados utilizado foi criado por Nidula Elgiriyewithana, em julho de 2023, e publicado no site Kaggle. O banco inicial era composto por 36 variáveis distintas que abordavam diversos aspectos de todos os países do mundo. Com base na análise das variáveis, foram selecionadas aquelas que exibem certa correlação, ou a ausência dela, que instiga análises globais por meio da comparação de aspectos semelhantes, mas em diferentes países. Isso é feito levando em consideração as distintas realidades sociais e econômicas de cada nação, bem como suas respectivas consequências.

Países de maior PIB emitem mais CO2?

library(readxl)
world_data_2023 <- read_excel("~/Custom Office Templates/world-data-2023.xltx", 
    col_types = c("text", "text", "numeric", 
        "numeric", "numeric", "numeric", 
        "numeric", "numeric", "numeric"))
#View(world_data_2023)
world_data_2023$`PIB ($)`<-cut(world_data_2023$`PIB ($)`,c(0, 14083906357,95503088538,21427700000000))
#world_data_2023$`PIB ($)`

world_data_2023$`PIB ($)`
levels(world_data_2023$`PIB ($)`)<-c("Até 15 bi.", "De 15 bi. a 96 bi.", "Maior que 96 bi.")
world_data_2023$`Emissão de Co2 (toneladas)`<-cut(world_data_2023$`Emissão de Co2 (toneladas)`,c(0,2065,34693,9893038))
#world_data_2023$`Emissão de Co2`
 
world_data_2023$`Emissão de Co2 (toneladas)`
levels(world_data_2023$`Emissão de Co2 (toneladas)`)<-c("Até 2100 ton.", "De 2100 ton. a 35000 ton.", "Maior que 35000 ton.")
library(summarytools)
ctable(world_data_2023$`PIB ($)`, world_data_2023$`Emissão de Co2 (toneladas)`)
Cross-Tabulation, Row Proportions  
`PIB ($)` * `Emissão de Co2 (toneladas)`  
Data Frame: world_data_2023  

-------------------- ---------------------------- --------------- --------------------------- ---------------------- ------------ --------------
                       Emissão de Co2 (toneladas)   Até 2100 ton.   De 2100 ton. a 35000 ton.   Maior que 35000 ton.         <NA>          Total
             PIB ($)                                                                                                                            
          Até 15 bi.                                   45 (69.2%)                  15 (23.1%)              0 ( 0.0%)   5 (  7.7%)    65 (100.0%)
  De 15 bi. a 96 bi.                                   14 (21.5%)                  45 (69.2%)              6 ( 9.2%)   0 (  0.0%)    65 (100.0%)
    Maior que 96 bi.                                    6 ( 9.5%)                   5 ( 7.9%)             52 (82.5%)   0 (  0.0%)    63 (100.0%)
                <NA>                                    0 ( 0.0%)                   0 ( 0.0%)              0 ( 0.0%)   3 (100.0%)     3 (100.0%)
               Total                                   65 (33.2%)                  65 (33.2%)             58 (29.6%)   8 (  4.1%)   196 (100.0%)
-------------------- ---------------------------- --------------- --------------------------- ---------------------- ------------ --------------
library(dplyr)

Attaching package: 'dplyr'
The following objects are masked from 'package:stats':

    filter, lag
The following objects are masked from 'package:base':

    intersect, setdiff, setequal, union
library(ggplot2)

world_data_2023 %>%
 filter(!is.na(`Emissão de Co2 (toneladas)`)) %>%
 filter(!is.na(`PIB ($)`)) %>%
 ggplot() +
 aes(x = `PIB ($)`, fill = `Emissão de Co2 (toneladas)`) +
 geom_bar(position = "fill") +
 scale_fill_manual(values = c(`Até 2100 ton.` = "#BDC5D6", `De 2100 ton. a 35000 ton.` = "#5F7CAD", 
 `Maior que 35000 ton.` = "#03346B")) +
 labs(y = " ", title = "Relação entre o PIB e as emissões de CO2 dos países", 
 subtitle = "Uma visão global") +
 theme_light() +
 theme(plot.title = element_text(size = 14L, face = "bold", 
 hjust = 0.5), plot.subtitle = element_text(size = 12L, hjust = 0.5))

No gráfico de barras empilhadas entre as variáveis qualitativas PIB e emissões de CO2 dos países, é possível observar na primeira coluna, representada pelos menores PIB´s (até 15 bilhões), que 69.2% são que países possuem uma baixa emissão de CO2 ( até 2.100 toneladas) e outra parte inferior de 23.1% com uma emissão de 2.100 toneladas á 35.000 toneladas. Na segunda barra, representada por PIB´s de 15 bilhões a 96 bilhões, é possível notar que 69.2% das nações com esse PIB é representada pelo valor médio de 2.100 a 35.000 toneladas de CO2, outra parte de 21.5% por até 2.100 toneladas e uma parte bem diminuta de 9.2% com valores de emissão maiores que 35.000 toneladas. Por fim, a última barra representa os países com PIB maior que 96 bilhões, onde se encontra 82.5% da emissão maior que 35.000 toneladas e outras duas partes sendo 9.5% referente a emissão de 2100 toneladas e 7.9% de 2.100 toneladas á 35.000 toneladas.

O valor do salário mínimo de um país influencia em sua taxa de natalidade?

library(dplyr)
library(ggplot2)

library(summarytools)
ctable(world_data_2023$`Salário Mínimo($)`, world_data_2023$`Taxa de natalidade`)
Cross-Tabulation, Row Proportions  
`Salário Mínimo($)` * `Taxa de natalidade`  
Data Frame: world_data_2023  

------------------- -------------------- ------------ ------------ ---------- ------------ ---------- ------------ ------------ ------------ ------------ ------------ ---------- ------------ ---------- ----------- ------------ ------------ ----------- ------------ ---------- ------------ ------------ ----------- ------------ ------------ ----------- ------------ ------------ ---------- ------------ ---------- ---------- ------------ ------------ ----------- ------------ ------------ ------------ ---------- ----------- ------------ ----------- ----------- ------------ ------------ ----------- ------------ ------------ ----------- ----------- ------------ ---------- ----------- ----------- ------------ ------------ ----------- ---------- ----------- ----------- ---------- ------------ ----------- ------------ ------------ ---------- ------------ ------------ ----------- ------------ ------------ ----------- ------------ ------------ ------------ ----------- ----------- ------------ ------------ ------------ ---------- ------------ ------------ ----------- ----------- ------------ ------------ ----------- ------------ ----------- ------------ ---------- ----------- ------------ ----------- ------------ ------------ ----------- ---------- ------------ ------------ ----------- ----------- ---------- ---------- ----------- ------------ ------------ ----------- ------------ ----------- ---------- ----------- ------------ ----------- ----------- ---------- ----------- ----------- ----------- ---------- ------------ ---------- ----------- ----------- ------------ ----------- ----------- ------------ ---------- ---------- ---------- ----------- ------------ ---------- ----------- ----------- ---------- ----------- ------------ ------------ ----------- ------------ ----------- ------------ ------------ ----------- ------------ ----------- ---------- ------------ ------------ ----------- ----------- ----------- ----------- ---------- ----------- ----------- ----------- ----------- ----------- ------------ ---------- ----------- ------------ ----------- ---------- ----------- ----------- ----------- --------------
                      Taxa de natalidade      5.90000      6.40000    6.80000      7.20000    7.30000      7.40000      7.90000      8.10000      8.11000      8.50000    8.60000      8.70000    8.80000     8.90000      9.00000      9.20000     9.40000      9.50000    9.54000      9.60000      9.70000     9.90000     10.00000     10.10000    10.17000     10.20000     10.30000   10.33000     10.34000   10.40000   10.46000     10.60000     10.65000    10.70000     10.90000     11.00000     11.30000   11.40000    11.50000     11.60000    11.73000    11.78000     11.98000     12.00000    12.43000     12.50000     12.60000    12.94000    13.47000     13.86000   13.89000    13.92000    13.94000     13.97000     13.99000    14.00000   14.20000    14.24000    14.88000   14.90000     15.33000    15.83000     16.03000     16.10000   16.47000     16.75000     17.02000    17.10000     17.26000     17.55000    17.56000     17.60000     17.80000     17.86000    17.88000    17.95000     18.07000     18.18000     18.25000   18.54000     18.78000     18.83000    18.94000    18.98000     19.19000     19.49000    19.51000     19.72000    19.89000     19.97000   20.51000    20.55000     20.57000    20.64000     20.79000     20.80000    21.28000   21.47000     21.60000     21.75000    21.77000    21.98000   22.46000   22.82000    23.30000     23.55000     23.69000    23.83000     24.13000    24.28000   24.30000    24.35000     24.38000    24.56000    24.82000   26.38000    26.81000    27.07000    27.10000   27.89000     28.25000   28.64000    28.75000    29.03000     29.08000    29.41000    29.42000     29.60000   30.30000   30.45000   30.68000    30.76000     31.61000   31.70000    31.88000    32.18000   32.34000    32.44000     32.49000     32.66000    32.86000     33.04000    33.11000     33.24000     33.41000    33.69000     34.12000    34.52000   35.01000     35.13000     35.35000    35.39000    35.74000    36.19000    36.22000   36.36000    36.70000    37.52000    37.91000    37.93000    38.14000     38.54000   39.01000    40.73000     41.18000    41.54000   41.75000    42.17000    46.08000        <NA>          Total
  Salário Mínimo($)                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       
               0.01                        0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   1 (50.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 (0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   1 (50.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)     2 (100.0%)
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              13.59                        0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (100.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 (0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)     1 (100.0%)
               <NA>                        0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   1 (  2.2%)   1 ( 2.2%)   1 (  2.2%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   1 (2.2%)   1 (2.2%)   1 (  2.2%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   2 (  4.3%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (  2.2%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 (  0.0%)   1 (2.2%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   1 (2.2%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   1 (2.2%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   1 (2.2%)   0 (  0.0%)   0 (  0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 ( 0.0%)   0 (  0.0%)   1 (2.2%)   0 ( 0.0%)   0 (  0.0%)   0 ( 0.0%)   1 (2.2%)   0 ( 0.0%)   0 ( 0.0%)   8 (17.4%)    46 (100.0%)
              Total                        1 (  0.5%)   1 (  0.5%)   1 (0.5%)   1 (  0.5%)   1 (0.5%)   1 (  0.5%)   1 (  0.5%)   1 (  0.5%)   1 (  0.5%)   1 (  0.5%)   1 (0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   2 (  1.0%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   2 (  1.0%)   2 (  1.0%)   2 ( 1.0%)   3 (  1.5%)   2 (  1.0%)   1 ( 0.5%)   2 (  1.0%)   2 (  1.0%)   1 (0.5%)   1 (  0.5%)   1 (0.5%)   1 (0.5%)   2 (  1.0%)   1 (  0.5%)   1 ( 0.5%)   2 (  1.0%)   1 (  0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   3 (  1.5%)   1 ( 0.5%)   1 (  0.5%)   2 (  1.0%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   2 (  1.0%)   2 (  1.0%)   2 ( 1.0%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 (0.5%)   2 (  1.0%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   2 (  1.0%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 (  0.5%)   1 (0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   1 (0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (0.5%)   1 (  0.5%)   1 (  0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 ( 0.5%)   1 (  0.5%)   1 (0.5%)   1 ( 0.5%)   1 (  0.5%)   1 ( 0.5%)   1 (0.5%)   1 ( 0.5%)   1 ( 0.5%)   8 ( 4.1%)   196 (100.0%)
------------------- -------------------- ------------ ------------ ---------- ------------ ---------- ------------ ------------ ------------ ------------ ------------ ---------- ------------ ---------- ----------- ------------ ------------ ----------- ------------ ---------- ------------ ------------ ----------- ------------ ------------ ----------- ------------ ------------ ---------- ------------ ---------- ---------- ------------ ------------ ----------- ------------ ------------ ------------ ---------- ----------- ------------ ----------- ----------- ------------ ------------ ----------- ------------ ------------ ----------- ----------- ------------ ---------- ----------- ----------- ------------ ------------ ----------- ---------- ----------- ----------- ---------- ------------ ----------- ------------ ------------ ---------- ------------ ------------ ----------- ------------ ------------ ----------- ------------ ------------ ------------ ----------- ----------- ------------ ------------ ------------ ---------- ------------ ------------ ----------- ----------- ------------ ------------ ----------- ------------ ----------- ------------ ---------- ----------- ------------ ----------- ------------ ------------ ----------- ---------- ------------ ------------ ----------- ----------- ---------- ---------- ----------- ------------ ------------ ----------- ------------ ----------- ---------- ----------- ------------ ----------- ----------- ---------- ----------- ----------- ----------- ---------- ------------ ---------- ----------- ----------- ------------ ----------- ----------- ------------ ---------- ---------- ---------- ----------- ------------ ---------- ----------- ----------- ---------- ----------- ------------ ------------ ----------- ------------ ----------- ------------ ------------ ----------- ------------ ----------- ---------- ------------ ------------ ----------- ----------- ----------- ----------- ---------- ----------- ----------- ----------- ----------- ----------- ------------ ---------- ----------- ------------ ----------- ---------- ----------- ----------- ----------- --------------
library(ggplot2)
ggplot(world_data_2023) +
 aes(x =`Salário Mínimo($)`, y =`Taxa de natalidade`) +
 geom_point(shape = "circle", 
 size = 1.3, colour = "#062F57") +
 geom_smooth(span = 0.8) +
 labs(x = "Nível do salário mínimo em moeda local", 
 y ="Taxa de Natalidade: Número de nascimentos por 1.000 habitantes por ano") +
 theme_light()
`geom_smooth()` using method = 'loess' and formula = 'y ~ x'
Warning: Removed 46 rows containing non-finite values (`stat_smooth()`).
Warning: Removed 46 rows containing missing values (`geom_point()`).

Uma análise das variáveis salário mínimo e taxa de natalidade revelou uma correlação entre essas duas variáveis. O objetivo era entender como elas se relacionam e responder a perguntas sobre os locais com salários mínimos mais elevados e suas taxas de natalidade, bem como se o salário mínimo afeta a média de filhos. Para isso, foi realizada uma análise de correlação por meio de um gráfico de dispersão de pontos e uma tabela de dados.

Observando o gráfico, identificou-se que a distribuição de pontos entre as variáveis assemelha-se a uma curva de tendência decrescente. Isso sugere que um aumento no salário mínimo está associado a uma redução na taxa de natalidade. Portanto, países com salários mínimos mais elevados tendem a ter uma taxa de natalidade mais baixa em comparação com países que têm salários mínimos mais baixos.

A quantidade de emissão de CO2 de um país influencia na extensão de sua área florestal?

library(readxl)
world_data_2023 <- read_excel("~/Custom Office Templates/world-data-2023.xltx", 
    col_types = c("text", "text", "numeric", 
        "numeric", "numeric", "numeric", 
        "numeric", "numeric", "numeric"))
#View(world_data_2023)
world_data_2023$`Emissão de Co2 (toneladas)`<-cut(world_data_2023$`Emissão de Co2 (toneladas)`,c(0,2065,34693,9893038))
#world_data_2023$`Emissão de Co2`
 
world_data_2023$`Emissão de Co2 (toneladas)`
levels(world_data_2023$`Emissão de Co2 (toneladas)`)<-c("Até 2100 ton.", "De 2100 ton. a 35000 ton.", "Maior que 35000 ton.")
world_data_2023$`Área florestal (%)`<- as.numeric(world_data_2023$`Área florestal (%)`)

world_data_2023$`Área florestal (%)`<-cut(world_data_2023$`Área florestal (%)`,c(0,31.8,98.3))

#world_data_2023$`Área florestal (%)`
levels(world_data_2023$`Área florestal (%)`)<-c("Até 32%", "De 32% a 99%")
library(dplyr)
library(ggplot2)

library(summarytools)
ctable(world_data_2023$`Emissão de Co2 (toneladas)`, world_data_2023$`Área florestal (%)`)
Cross-Tabulation, Row Proportions  
`Emissão de Co2 (toneladas)` * `Área florestal (%)`  
Data Frame: world_data_2023  

---------------------------- -------------------- ------------ -------------- ------------- --------------
                               Área florestal (%)      Até 32%   De 32% a 99%          <NA>          Total
  Emissão de Co2 (toneladas)                                                                              
               Até 2100 ton.                        31 (47.7%)     33 (50.8%)    1 (  1.5%)    65 (100.0%)
   De 2100 ton. a 35000 ton.                        30 (46.2%)     35 (53.8%)    0 (  0.0%)    65 (100.0%)
        Maior que 35000 ton.                        31 (53.4%)     25 (43.1%)    2 (  3.4%)    58 (100.0%)
                        <NA>                         0 ( 0.0%)      0 ( 0.0%)    8 (100.0%)     8 (100.0%)
                       Total                        92 (46.9%)     93 (47.4%)   11 (  5.6%)   196 (100.0%)
---------------------------- -------------------- ------------ -------------- ------------- --------------
world_data_2023 %>%
 filter(!is.na(`Emissão de Co2 (toneladas)`)) %>%
 filter(!is.na(`Área florestal (%)`)) %>%
 ggplot() +
 aes(x = `Emissão de Co2 (toneladas)`, fill = `Área florestal (%)`) +
 geom_bar(position = "fill") +
 scale_fill_manual(values = c(`Até 32%` = "#ACC9E2", `De 32% a 99%` = "#19498B")) +
 labs(x = "Emissões de dióxido de carbono (CO2) em toneladas", 
 y = " ", title = "Relação entre a área florestal e as emissões de CO2 dos países", subtitle = "Uma visão global") +
 theme_light() +
 theme(plot.title = element_text(size = 14L, face = "bold", hjust = 0.5), plot.subtitle = element_text(size = 12L, 
 hjust = 0.5))

O objetivo dessa correlação é ver se a taxa de emissão de dióxido de carbono vai influenciar no tamanho da área florestal. A pergunta que utilizamos para fazermos essa correlação foi: A quantidade de emissão de CO2 de um país influencia na extensão de sua área florestal? Para responder a essa pergunta, utilizamos uma variável quantitativa (Emissão de CO2) e uma qualitativa (Área florestal). E para que tal análise fosse feita, elaboramos um gráfico de boxplot e uma tabela descritiva. A partir de uma análise descritiva do gráfico acima, é possível observar que as áreas que emitem uma quantidade de dióxido de carbono maior que 35.000 toneladas possuem sua maior parte com uma área florestal, chegando até os 32%, enquanto as áreas que emitem até 35.000 toneladas de dióxido de carbono possuem sua maior parte com uma área florestal que varia entre 32% a 99%.
Observamos mais detalhadamente na tabela que até 2100 toneladas de CO2, a área florestal de até 32% corresponde a 47.7%, enquanto de 32% a 99% corresponde a 50.8%. Já de 2100 até 35000 toneladas de CO2, a área florestal de até 32% corresponde a 46.2%, enquanto de 32% a 99% corresponde a 53.8%. Agora, emissões maiores que 35000 toneladas de CO2, a área florestal de até 32% corresponde a 53.4%, enquanto de 32% a 99% corresponde a 43.1%.

Qual a taxa de desemprego nos diferentes continentes?

world_data_2023$`Taxa de desemprego (%)`<-cut(world_data_2023$`Taxa de desemprego (%)`,c(0,14,29))
#world_data_2023$`Taxa de desemprego (%)`
levels(world_data_2023$`Taxa de desemprego (%)`)<-c("Até 14%", "Maior que 14% e até 30%")

library(dplyr)
library(ggplot2)

library(summarytools)
ctable(world_data_2023$`Taxa de desemprego (%)`, world_data_2023$Continente)


library(dplyr)
library(ggplot2)

world_data_2023 %>%
 filter(!is.na(Continente)) %>%
 filter(!is.na(`Taxa de desemprego (%)`)) %>%
 ggplot() +
 aes(x = Continente, fill = `Taxa de desemprego (%)`) +
 geom_bar(position = "fill") +
 scale_fill_manual(values = c(`Até 14%` = "#93AEE9", `Maior que 14% e até 30%` = "#082264")) +
 labs(y = " ", 
 title = "Porcentagem da força de trabalho que está desempregada por continente") +
 theme_minimal() +
 theme(plot.title = element_text(size = 14L, face = "bold", hjust = 0.5))

O objetivo da seguinte correlação é a obtenção de um panorama global do comportamento da taxa de desemprego em todos os continentes. A pergunta que guiou essa correlação foi: Qual a taxa de desemprego nos diferentes continentes? Para responder a essa pergunta, foram utilizadas duas variáveis qualitativas: Taxa de Desemprego (%) e Continente. Dessa forma, para que a análise da correlação entre essas variáveis fosse feita, um gráfico de barras empilhadas e uma tabela descritiva foram construídos. A partir de uma análise estatística descritiva do gráfico e da tabela acima de maneira conjunta, é possível observar que os continentes América do Sul e Oceania possuem uma taxa de desemprego de no máximo 14%. Além disso, o continente africano possui a maior porcentagem relativa de taxa de desemprego entre 14% e 30% (47,1%, o correspondente a um valor absoluto de 8 países africanos). Adicionalmente, vê-se que o continente Oceania possui a menor porcentagem relativa de países com taxa de desemprego até 14% (5,0%, o correspondente a 8 países deste continente).

Qual a densidade nos diferentes continentes?

library(ggplot2)

library(dplyr)
library(ggplot2)

world_data_2023 %>%
 filter(!is.na(Continente)) %>%
 filter(!is.na(`Densidade (P/Km2)`)) %>%
 ggplot() +
 aes(x = Continente, y = `Densidade (P/Km2)`) +
 geom_boxplot(fill = "#C5D3ED") +
 labs(title = "Densidade dos Continentes") +
 theme_minimal() +
 theme(plot.title = element_text(size = 14L, 
 face = "bold", hjust = 0.5))

# Por conta do outlyer visto no continente europeu, fizemos um gráfico com a densidade reduzida para até 10 mil pessoas por quilômetro quadrado para possibilitar a vizualização das medianas:

with(world_data_2023, stby(`Densidade (P/Km2)`, Continente, descr))
Descriptive Statistics  
Densidade (P/Km2) by Continente  
Data Frame: world_data_2023  
N: 54  

                    África   América do Norte   América do Sul      Ásia     Europa   Oceania
----------------- -------- ------------------ ---------------- --------- ---------- ---------
             Mean   103.46             189.48            24.36    453.00     752.63    185.00
          Std.Dev   135.10             157.10            19.42   1258.55    3912.38    239.37
              Min     3.00               4.00             4.00      2.00       1.38      3.00
               Q1    25.00              58.00            11.00     60.00      64.00     25.00
           Median    54.50             167.00            20.00    115.00     105.00     59.50
               Q3   111.00             284.00            26.00    341.00     164.00    329.00
              Max   626.00             668.00            71.00   8358.00   26337.00    784.00
              MAD    54.86             161.60             8.90    130.47      85.99     72.65
              IQR    85.25             216.50            12.00    263.50     100.00    258.50
               CV     1.31               0.83             0.80      2.78       5.20      1.29
         Skewness     2.30               1.14             1.14      5.35       6.21      1.26
      SE.Skewness     0.32               0.48             0.66      0.35       0.35      0.60
         Kurtosis     4.93               1.28             0.41     30.24      37.64      0.31
          N.Valid    54.00              23.00            11.00     47.00      45.00     14.00
        Pct.Valid   100.00             100.00           100.00    100.00     100.00    100.00
library(dplyr)
library(ggplot2)

world_data_2023 %>%
 filter(`Densidade (P/Km2)` >= 0L & `Densidade (P/Km2)` <= 10000L) %>%
 ggplot() +
 aes(x = Continente, y = `Densidade (P/Km2)`) +
 geom_boxplot(fill = "#E4EDFF") +
 labs(title = "Densidade dos continentes", subtitle = "Um recorte: Até 10 mil habitantes por km²") +
 theme_light() +
 theme(plot.title = element_text(size = 14L, face = "bold", hjust = 0.5), plot.subtitle = element_text(size = 13L, 
 hjust = 0.5))

Para obter uma avaliação abrangente da densidade demográfica em todo o mundo, utilizamos duas variáveis: Densidade (P/Km2) {quantitativa} e Continente (qualitativa). Com essas variáveis, geramos um gráfico de BoxPlot e uma tabela descritiva. No primeiro gráfico, o limite superior da densidade é definido em 20.000 (P/Km2). Entretanto, como evidenciado no gráfico e na tabela, há um valor atípico no continente europeu que ultrapassa os 20.000 (P/Km2) de densidade. Isso resulta em uma compressão das caixas (boxplots) dos outros continentes, prejudicando a visualização geral do gráfico. Portanto, para melhor visualizar os quartis e a mediana, criamos um segundo gráfico em que o limite de densidade é ligeiramente superior a 8.000. Com esse ajuste, o segundo gráfico proporciona uma visualização mais clara dos dados apresentados no gráfico de boxplot.

######################################MODELO###########################################

Apresente os principais resultados obtidos na pesquisa de forma clara e objetiva.

Comece descrevendo sua amostra a partir dos resultados obtidos com a Tabela 1 criada com o gtsummary. Informe as porcentagem das categorias mais frequentes e a mediana e IQR das variáveis quantitativas. Dê um título para a tabela. O título vem antes da tabela.

Logo após a Tabela 1, crie tópicos para cada pergunta, insira o texto referente à interpretação de cada gráfico e, em seguida, o gráfico correspondente. Lembre-se que nesta etapa não podemos concluir nada. Por isso, descreva com base nas medidas que aprendemos.

Em cada tópico criado, descreva os resultados encontrados com os testes. Citem o nome do teste aplicado e o valor-p encontrado. Se realizarem teste qui-quadrado ou exato de Fisher, falem sobre “associação estatisticamente significativa”. Se realizarem teste t ou ANOVA, falem em “diferença estatisticamente significativa das médias”. Se realizarem teste de Mann-Whitney ou Kruskal-Wallis, falem em “diferença estatisticamente significativa das distribuições”. Se realizarem ANOVA ou Kruskal-Wallis e eles forem significativos, realizar um teste post-hoc (Tukey ou Dunn).

Quanto ao modelo de regressão, inclua a tabela gerada no R e interprete os resultados. Importante: se o modelo for de regressão linear, explicar o significado dos coeficientes e informar o valor-p daqueles que foram significativos. Se o modelo for de regressão logística, informar as razões de chance, sua interpretação e o valor-p daquelas variáveis que foram significativas.

Utilize, pelo menos, dois artigos científicos para comparar com os achados do estudo.

4. Conclusão

A seção de conclusão de um artigo científico é a parte final do trabalho, onde você deve resumir os principais pontos abordados no estudo e apresentar suas considerações finais. O que o seu estudo observou? Pegue os principais resultados e escreva de forma sucinta.

5. Referências

  1. GROSFOGUEL, Ramón. Para descolonizar os estudos de economia política e os estudos pós-coloniais: transmodernidade, pensamento de fronteira e colonialidade global. Revista crítica de ciências sociais, n. 80, p. 115-147, 2008.

  2. HELPMAN, Elhanan; ITSKHOKI, Oleg; REDDING, Stephen. Inequality and unemployment in a global economy. Econometrica, v. 78, n. 4, p. 1239-1283, 2010.

  3. SANTOS, R. I. C. (Setembro de 2022). Qual o papel das florestas para a redução do CO2: aplicação a um grupo de países da União Europeia? U Porto, 51.

  4. SÉRGIO CERETTA, P.; AURÉLIO VIEIRA, M. Co2 Emissions: A Dynamic Structural Analysis: EMISSÕES DE CO2: UMA ANÁLISE ESTRUTURAL DINÂMICA. Brazilian Journal of Management / Revista de Administração da UFSM, v. 14, p. 949–969, 2 dez. 2021.