H Fraccionario

###### Encontrar el k
B=10000
m=10
n=10
KK=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 0.67%Progress: 0.68%Progress: 0.69%Progress: 0.7%Progress: 0.71%Progress: 0.72%Progress: 0.73%Progress: 0.74%Progress: 0.75%Progress: 0.76%Progress: 0.77%Progress: 0.78%Progress: 0.79%Progress: 0.8%Progress: 0.81%Progress: 0.82%Progress: 0.83%Progress: 0.84%Progress: 0.85%Progress: 0.86%Progress: 0.87%Progress: 0.88%Progress: 0.89%Progress: 0.9%Progress: 0.91%Progress: 0.92%Progress: 0.93%Progress: 0.94%Progress: 0.95%Progress: 0.96%Progress: 0.97%Progress: 0.98%Progress: 0.99%Progress: 1%Progress: 1.01%Progress: 1.02%Progress: 1.03%Progress: 1.04%Progress: 1.05%Progress: 1.06%Progress: 1.07%Progress: 1.08%Progress: 1.09%Progress: 1.1%Progress: 1.11%Progress: 1.12%Progress: 1.13%Progress: 1.14%Progress: 1.15%Progress: 1.16%Progress: 1.17%Progress: 1.18%Progress: 1.19%Progress: 1.2%Progress: 1.21%Progress: 1.22%Progress: 1.23%Progress: 1.24%Progress: 1.25%Progress: 1.26%Progress: 1.27%Progress: 1.28%Progress: 1.29%Progress: 1.3%Progress: 1.31%Progress: 1.32%Progress: 1.33%Progress: 1.34%Progress: 1.35%Progress: 1.36%Progress: 1.37%Progress: 1.38%Progress: 1.39%Progress: 1.4%Progress: 1.41%Progress: 1.42%Progress: 1.43%Progress: 1.44%Progress: 1.45%Progress: 1.46%Progress: 1.47%Progress: 1.48%Progress: 1.49%Progress: 1.5%Progress: 1.51%Progress: 1.52%Progress: 1.53%Progress: 1.54%Progress: 1.55%Progress: 1.56%Progress: 1.57%Progress: 1.58%Progress: 1.59%Progress: 1.6%Progress: 1.61%Progress: 1.62%Progress: 1.63%Progress: 1.64%Progress: 1.65%Progress: 1.66%Progress: 1.67%Progress: 1.68%Progress: 1.69%Progress: 1.7%Progress: 1.71%Progress: 1.72%Progress: 1.73%Progress: 1.74%Progress: 1.75%Progress: 1.76%Progress: 1.77%Progress: 1.78%Progress: 1.79%Progress: 1.8%Progress: 1.81%Progress: 1.82%Progress: 1.83%Progress: 1.84%Progress: 1.85%Progress: 1.86%Progress: 1.87%Progress: 1.88%Progress: 1.89%Progress: 1.9%Progress: 1.91%Progress: 1.92%Progress: 1.93%Progress: 1.94%Progress: 1.95%Progress: 1.96%Progress: 1.97%Progress: 1.98%Progress: 1.99%Progress: 2%Progress: 2.01%Progress: 2.02%Progress: 2.03%Progress: 2.04%Progress: 2.05%Progress: 2.06%Progress: 2.07%Progress: 2.08%Progress: 2.09%Progress: 2.1%Progress: 2.11%Progress: 2.12%Progress: 2.13%Progress: 2.14%Progress: 2.15%Progress: 2.16%Progress: 2.17%Progress: 2.18%Progress: 2.19%Progress: 2.2%Progress: 2.21%Progress: 2.22%Progress: 2.23%Progress: 2.24%Progress: 2.25%Progress: 2.26%Progress: 2.27%Progress: 2.28%Progress: 2.29%Progress: 2.3%Progress: 2.31%Progress: 2.32%Progress: 2.33%Progress: 2.34%Progress: 2.35%Progress: 2.36%Progress: 2.37%Progress: 2.38%Progress: 2.39%Progress: 2.4%Progress: 2.41%Progress: 2.42%Progress: 2.43%Progress: 2.44%Progress: 2.45%Progress: 2.46%Progress: 2.47%Progress: 2.48%Progress: 2.49%Progress: 2.5%Progress: 2.51%Progress: 2.52%Progress: 2.53%Progress: 2.54%Progress: 2.55%Progress: 2.56%Progress: 2.57%Progress: 2.58%Progress: 2.59%Progress: 2.6%Progress: 2.61%Progress: 2.62%Progress: 2.63%Progress: 2.64%Progress: 2.65%Progress: 2.66%Progress: 2.67%Progress: 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97.24%Progress: 97.25%Progress: 97.26%Progress: 97.27%Progress: 97.28%Progress: 97.29%Progress: 97.3%Progress: 97.31%Progress: 97.32%Progress: 97.33%Progress: 97.34%Progress: 97.35%Progress: 97.36%Progress: 97.37%Progress: 97.38%Progress: 97.39%Progress: 97.4%Progress: 97.41%Progress: 97.42%Progress: 97.43%Progress: 97.44%Progress: 97.45%Progress: 97.46%Progress: 97.47%Progress: 97.48%Progress: 97.49%Progress: 97.5%Progress: 97.51%Progress: 97.52%Progress: 97.53%Progress: 97.54%Progress: 97.55%Progress: 97.56%Progress: 97.57%Progress: 97.58%Progress: 97.59%Progress: 97.6%Progress: 97.61%Progress: 97.62%Progress: 97.63%Progress: 97.64%Progress: 97.65%Progress: 97.66%Progress: 97.67%Progress: 97.68%Progress: 97.69%Progress: 97.7%Progress: 97.71%Progress: 97.72%Progress: 97.73%Progress: 97.74%Progress: 97.75%Progress: 97.76%Progress: 97.77%Progress: 97.78%Progress: 97.79%Progress: 97.8%Progress: 97.81%Progress: 97.82%Progress: 97.83%Progress: 97.84%Progress: 97.85%Progress: 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99.74%Progress: 99.75%Progress: 99.76%Progress: 99.77%Progress: 99.78%Progress: 99.79%Progress: 99.8%Progress: 99.81%Progress: 99.82%Progress: 99.83%Progress: 99.84%Progress: 99.85%Progress: 99.86%Progress: 99.87%Progress: 99.88%Progress: 99.89%Progress: 99.9%Progress: 99.91%Progress: 99.92%Progress: 99.93%Progress: 99.94%Progress: 99.95%Progress: 99.96%Progress: 99.97%Progress: 99.98%Progress: 99.99%Progress: 100%

M= rep(0,B)
for (b in 1:B) {
  M[b]<-max(KK[b,])
}
round(quantile(M,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.487 0.498 0.517 0.537 0.578 0.599

###### Encontrar el k
B=10000
m=10
n=10
KK2=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK2[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 0.67%Progress: 0.68%Progress: 0.69%Progress: 0.7%Progress: 0.71%Progress: 0.72%Progress: 0.73%Progress: 0.74%Progress: 0.75%Progress: 0.76%Progress: 0.77%Progress: 0.78%Progress: 0.79%Progress: 0.8%Progress: 0.81%Progress: 0.82%Progress: 0.83%Progress: 0.84%Progress: 0.85%Progress: 0.86%Progress: 0.87%Progress: 0.88%Progress: 0.89%Progress: 0.9%Progress: 0.91%Progress: 0.92%Progress: 0.93%Progress: 0.94%Progress: 0.95%Progress: 0.96%Progress: 0.97%Progress: 0.98%Progress: 0.99%Progress: 1%Progress: 1.01%Progress: 1.02%Progress: 1.03%Progress: 1.04%Progress: 1.05%Progress: 1.06%Progress: 1.07%Progress: 1.08%Progress: 1.09%Progress: 1.1%Progress: 1.11%Progress: 1.12%Progress: 1.13%Progress: 1.14%Progress: 1.15%Progress: 1.16%Progress: 1.17%Progress: 1.18%Progress: 1.19%Progress: 1.2%Progress: 1.21%Progress: 1.22%Progress: 1.23%Progress: 1.24%Progress: 1.25%Progress: 1.26%Progress: 1.27%Progress: 1.28%Progress: 1.29%Progress: 1.3%Progress: 1.31%Progress: 1.32%Progress: 1.33%Progress: 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2.01%Progress: 2.02%Progress: 2.03%Progress: 2.04%Progress: 2.05%Progress: 2.06%Progress: 2.07%Progress: 2.08%Progress: 2.09%Progress: 2.1%Progress: 2.11%Progress: 2.12%Progress: 2.13%Progress: 2.14%Progress: 2.15%Progress: 2.16%Progress: 2.17%Progress: 2.18%Progress: 2.19%Progress: 2.2%Progress: 2.21%Progress: 2.22%Progress: 2.23%Progress: 2.24%Progress: 2.25%Progress: 2.26%Progress: 2.27%Progress: 2.28%Progress: 2.29%Progress: 2.3%Progress: 2.31%Progress: 2.32%Progress: 2.33%Progress: 2.34%Progress: 2.35%Progress: 2.36%Progress: 2.37%Progress: 2.38%Progress: 2.39%Progress: 2.4%Progress: 2.41%Progress: 2.42%Progress: 2.43%Progress: 2.44%Progress: 2.45%Progress: 2.46%Progress: 2.47%Progress: 2.48%Progress: 2.49%Progress: 2.5%Progress: 2.51%Progress: 2.52%Progress: 2.53%Progress: 2.54%Progress: 2.55%Progress: 2.56%Progress: 2.57%Progress: 2.58%Progress: 2.59%Progress: 2.6%Progress: 2.61%Progress: 2.62%Progress: 2.63%Progress: 2.64%Progress: 2.65%Progress: 2.66%Progress: 2.67%Progress: 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KK22=cbind(KK,KK2)
M2= rep(0,B)
for (b in 1:B) {
  M2[b]<-max(KK22[b,])
}
quantile(M,c(0.9,0.92,0.95,0.97,0.99,0.995))

##       90%       92%       95%       97%       99%     99.5% 
## 0.4868722 0.4976423 0.5172011 0.5372286 0.5778157 0.5985731

quantile(M2,c(0.9,0.92,0.95,0.97,0.99,0.995))

##       90%       92%       95%       97%       99%     99.5% 
## 0.5173916 0.5275791 0.5449403 0.5656534 0.6030369 0.6255647

###### Encontrar el k
B=10000
m=10
n=10
KK3=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK3[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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KK33=cbind(KK2,KK3)
M3= rep(0,B)
for (b in 1:B) {
  M3[b]<-max(KK33[b,])
}
quantile(M,c(0.9,0.92,0.95,0.97,0.99,0.995))

##       90%       92%       95%       97%       99%     99.5% 
## 0.4868722 0.4976423 0.5172011 0.5372286 0.5778157 0.5985731

quantile(M3,c(0.9,0.92,0.95,0.97,0.99,0.995))

##       90%       92%       95%       97%       99%     99.5% 
## 0.5192605 0.5290899 0.5465663 0.5656534 0.6038119 0.6306232

###### Encontrar el k
B=10000
m=10
n=10
KK4=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK4[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 0.67%Progress: 0.68%Progress: 0.69%Progress: 0.7%Progress: 0.71%Progress: 0.72%Progress: 0.73%Progress: 0.74%Progress: 0.75%Progress: 0.76%Progress: 0.77%Progress: 0.78%Progress: 0.79%Progress: 0.8%Progress: 0.81%Progress: 0.82%Progress: 0.83%Progress: 0.84%Progress: 0.85%Progress: 0.86%Progress: 0.87%Progress: 0.88%Progress: 0.89%Progress: 0.9%Progress: 0.91%Progress: 0.92%Progress: 0.93%Progress: 0.94%Progress: 0.95%Progress: 0.96%Progress: 0.97%Progress: 0.98%Progress: 0.99%Progress: 1%Progress: 1.01%Progress: 1.02%Progress: 1.03%Progress: 1.04%Progress: 1.05%Progress: 1.06%Progress: 1.07%Progress: 1.08%Progress: 1.09%Progress: 1.1%Progress: 1.11%Progress: 1.12%Progress: 1.13%Progress: 1.14%Progress: 1.15%Progress: 1.16%Progress: 1.17%Progress: 1.18%Progress: 1.19%Progress: 1.2%Progress: 1.21%Progress: 1.22%Progress: 1.23%Progress: 1.24%Progress: 1.25%Progress: 1.26%Progress: 1.27%Progress: 1.28%Progress: 1.29%Progress: 1.3%Progress: 1.31%Progress: 1.32%Progress: 1.33%Progress: 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KK44=cbind(KK3,KK4)
M4= rep(0,B)
for (b in 1:B) {
  M4[b]<-max(KK44[b,])
}
quantile(M4,c(0.9,0.92,0.95,0.97,0.99,0.995))

##       90%       92%       95%       97%       99%     99.5% 
## 0.5174637 0.5274498 0.5447187 0.5647170 0.6028550 0.6276957

###### Encontrar el k
B=10000
m=10
n=10
KK5=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK5[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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99.12%Progress: 99.13%Progress: 99.14%Progress: 99.15%Progress: 99.16%Progress: 99.17%Progress: 99.18%Progress: 99.19%Progress: 99.2%Progress: 99.21%Progress: 99.22%Progress: 99.23%Progress: 99.24%Progress: 99.25%Progress: 99.26%Progress: 99.27%Progress: 99.28%Progress: 99.29%Progress: 99.3%Progress: 99.31%Progress: 99.32%Progress: 99.33%Progress: 99.34%Progress: 99.35%Progress: 99.36%Progress: 99.37%Progress: 99.38%Progress: 99.39%Progress: 99.4%Progress: 99.41%Progress: 99.42%Progress: 99.43%Progress: 99.44%Progress: 99.45%Progress: 99.46%Progress: 99.47%Progress: 99.48%Progress: 99.49%Progress: 99.5%Progress: 99.51%Progress: 99.52%Progress: 99.53%Progress: 99.54%Progress: 99.55%Progress: 99.56%Progress: 99.57%Progress: 99.58%Progress: 99.59%Progress: 99.6%Progress: 99.61%Progress: 99.62%Progress: 99.63%Progress: 99.64%Progress: 99.65%Progress: 99.66%Progress: 99.67%Progress: 99.68%Progress: 99.69%Progress: 99.7%Progress: 99.71%Progress: 99.72%Progress: 99.73%Progress: 99.74%Progress: 99.75%Progress: 99.76%Progress: 99.77%Progress: 99.78%Progress: 99.79%Progress: 99.8%Progress: 99.81%Progress: 99.82%Progress: 99.83%Progress: 99.84%Progress: 99.85%Progress: 99.86%Progress: 99.87%Progress: 99.88%Progress: 99.89%Progress: 99.9%Progress: 99.91%Progress: 99.92%Progress: 99.93%Progress: 99.94%Progress: 99.95%Progress: 99.96%Progress: 99.97%Progress: 99.98%Progress: 99.99%Progress: 100%

KK55=cbind(KK4,KK5)
M5= rep(0,B)
for (b in 1:B) {
  M5[b]<-max(KK55[b,])
}
round(quantile(M5,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.517 0.526 0.546 0.567 0.606 0.628

###### Encontrar el k
B=10000
m=10
n=10
KK6=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK6[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 0.67%Progress: 0.68%Progress: 0.69%Progress: 0.7%Progress: 0.71%Progress: 0.72%Progress: 0.73%Progress: 0.74%Progress: 0.75%Progress: 0.76%Progress: 0.77%Progress: 0.78%Progress: 0.79%Progress: 0.8%Progress: 0.81%Progress: 0.82%Progress: 0.83%Progress: 0.84%Progress: 0.85%Progress: 0.86%Progress: 0.87%Progress: 0.88%Progress: 0.89%Progress: 0.9%Progress: 0.91%Progress: 0.92%Progress: 0.93%Progress: 0.94%Progress: 0.95%Progress: 0.96%Progress: 0.97%Progress: 0.98%Progress: 0.99%Progress: 1%Progress: 1.01%Progress: 1.02%Progress: 1.03%Progress: 1.04%Progress: 1.05%Progress: 1.06%Progress: 1.07%Progress: 1.08%Progress: 1.09%Progress: 1.1%Progress: 1.11%Progress: 1.12%Progress: 1.13%Progress: 1.14%Progress: 1.15%Progress: 1.16%Progress: 1.17%Progress: 1.18%Progress: 1.19%Progress: 1.2%Progress: 1.21%Progress: 1.22%Progress: 1.23%Progress: 1.24%Progress: 1.25%Progress: 1.26%Progress: 1.27%Progress: 1.28%Progress: 1.29%Progress: 1.3%Progress: 1.31%Progress: 1.32%Progress: 1.33%Progress: 1.34%Progress: 1.35%Progress: 1.36%Progress: 1.37%Progress: 1.38%Progress: 1.39%Progress: 1.4%Progress: 1.41%Progress: 1.42%Progress: 1.43%Progress: 1.44%Progress: 1.45%Progress: 1.46%Progress: 1.47%Progress: 1.48%Progress: 1.49%Progress: 1.5%Progress: 1.51%Progress: 1.52%Progress: 1.53%Progress: 1.54%Progress: 1.55%Progress: 1.56%Progress: 1.57%Progress: 1.58%Progress: 1.59%Progress: 1.6%Progress: 1.61%Progress: 1.62%Progress: 1.63%Progress: 1.64%Progress: 1.65%Progress: 1.66%Progress: 1.67%Progress: 1.68%Progress: 1.69%Progress: 1.7%Progress: 1.71%Progress: 1.72%Progress: 1.73%Progress: 1.74%Progress: 1.75%Progress: 1.76%Progress: 1.77%Progress: 1.78%Progress: 1.79%Progress: 1.8%Progress: 1.81%Progress: 1.82%Progress: 1.83%Progress: 1.84%Progress: 1.85%Progress: 1.86%Progress: 1.87%Progress: 1.88%Progress: 1.89%Progress: 1.9%Progress: 1.91%Progress: 1.92%Progress: 1.93%Progress: 1.94%Progress: 1.95%Progress: 1.96%Progress: 1.97%Progress: 1.98%Progress: 1.99%Progress: 2%Progress: 2.01%Progress: 2.02%Progress: 2.03%Progress: 2.04%Progress: 2.05%Progress: 2.06%Progress: 2.07%Progress: 2.08%Progress: 2.09%Progress: 2.1%Progress: 2.11%Progress: 2.12%Progress: 2.13%Progress: 2.14%Progress: 2.15%Progress: 2.16%Progress: 2.17%Progress: 2.18%Progress: 2.19%Progress: 2.2%Progress: 2.21%Progress: 2.22%Progress: 2.23%Progress: 2.24%Progress: 2.25%Progress: 2.26%Progress: 2.27%Progress: 2.28%Progress: 2.29%Progress: 2.3%Progress: 2.31%Progress: 2.32%Progress: 2.33%Progress: 2.34%Progress: 2.35%Progress: 2.36%Progress: 2.37%Progress: 2.38%Progress: 2.39%Progress: 2.4%Progress: 2.41%Progress: 2.42%Progress: 2.43%Progress: 2.44%Progress: 2.45%Progress: 2.46%Progress: 2.47%Progress: 2.48%Progress: 2.49%Progress: 2.5%Progress: 2.51%Progress: 2.52%Progress: 2.53%Progress: 2.54%Progress: 2.55%Progress: 2.56%Progress: 2.57%Progress: 2.58%Progress: 2.59%Progress: 2.6%Progress: 2.61%Progress: 2.62%Progress: 2.63%Progress: 2.64%Progress: 2.65%Progress: 2.66%Progress: 2.67%Progress: 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4.69%Progress: 4.7%Progress: 4.71%Progress: 4.72%Progress: 4.73%Progress: 4.74%Progress: 4.75%Progress: 4.76%Progress: 4.77%Progress: 4.78%Progress: 4.79%Progress: 4.8%Progress: 4.81%Progress: 4.82%Progress: 4.83%Progress: 4.84%Progress: 4.85%Progress: 4.86%Progress: 4.87%Progress: 4.88%Progress: 4.89%Progress: 4.9%Progress: 4.91%Progress: 4.92%Progress: 4.93%Progress: 4.94%Progress: 4.95%Progress: 4.96%Progress: 4.97%Progress: 4.98%Progress: 4.99%Progress: 5%Progress: 5.01%Progress: 5.02%Progress: 5.03%Progress: 5.04%Progress: 5.05%Progress: 5.06%Progress: 5.07%Progress: 5.08%Progress: 5.09%Progress: 5.1%Progress: 5.11%Progress: 5.12%Progress: 5.13%Progress: 5.14%Progress: 5.15%Progress: 5.16%Progress: 5.17%Progress: 5.18%Progress: 5.19%Progress: 5.2%Progress: 5.21%Progress: 5.22%Progress: 5.23%Progress: 5.24%Progress: 5.25%Progress: 5.26%Progress: 5.27%Progress: 5.28%Progress: 5.29%Progress: 5.3%Progress: 5.31%Progress: 5.32%Progress: 5.33%Progress: 5.34%Progress: 5.35%Progress: 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KK66=cbind(KK5,KK6)
M6= rep(0,B)
for (b in 1:B) {
  M6[b]<-max(KK66[b,])
}
round(quantile(M6,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.516 0.526 0.548 0.568 0.606 0.629

###### Encontrar el k
B=10000
m=10
n=10
KK7=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK7[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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KK77=cbind(KK6,KK7)
M7= rep(0,B)
for (b in 1:B) {
  M7[b]<-max(KK77[b,])
}
round(quantile(M7,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.516 0.525 0.545 0.566 0.605 0.628

###### Encontrar el k
B=10000
m=10
n=10
KK8=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK8[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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KK88=cbind(KK7,KK8)
M8= rep(0,B)
for (b in 1:B) {
  M8[b]<-max(KK88[b,])
}
round(quantile(M8,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.517 0.526 0.544 0.564 0.604 0.627

###### Encontrar el k
B=10000
m=10
n=10
KK9=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK9[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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KK99=cbind(KK8,KK9)
M9= rep(0,B)
for (b in 1:B) {
  M9[b]<-max(KK99[b,])
}
round(quantile(M9,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.517 0.528 0.545 0.563 0.604 0.627

###### Encontrar el k
B=10000
m=10
n=10
KK10=matrix(data=rep(0,B*m),nrow=B,ncol=n)
dim(KK)

## [1] 10000    10

for (b in 1:B) {
  for (i in 1:n){
    KK10[b,i]<-ks.test(rnorm(m),"pnorm",0,1)$statistic
  }
  progress <- round((b / B) * 100, 2)
  cat("\rProgress: ", progress, "%", sep = "")
  
  # Actualizar la consola
  flush.console()
}

## Progress: 0.01%Progress: 0.02%Progress: 0.03%Progress: 0.04%Progress: 0.05%Progress: 0.06%Progress: 0.07%Progress: 0.08%Progress: 0.09%Progress: 0.1%Progress: 0.11%Progress: 0.12%Progress: 0.13%Progress: 0.14%Progress: 0.15%Progress: 0.16%Progress: 0.17%Progress: 0.18%Progress: 0.19%Progress: 0.2%Progress: 0.21%Progress: 0.22%Progress: 0.23%Progress: 0.24%Progress: 0.25%Progress: 0.26%Progress: 0.27%Progress: 0.28%Progress: 0.29%Progress: 0.3%Progress: 0.31%Progress: 0.32%Progress: 0.33%Progress: 0.34%Progress: 0.35%Progress: 0.36%Progress: 0.37%Progress: 0.38%Progress: 0.39%Progress: 0.4%Progress: 0.41%Progress: 0.42%Progress: 0.43%Progress: 0.44%Progress: 0.45%Progress: 0.46%Progress: 0.47%Progress: 0.48%Progress: 0.49%Progress: 0.5%Progress: 0.51%Progress: 0.52%Progress: 0.53%Progress: 0.54%Progress: 0.55%Progress: 0.56%Progress: 0.57%Progress: 0.58%Progress: 0.59%Progress: 0.6%Progress: 0.61%Progress: 0.62%Progress: 0.63%Progress: 0.64%Progress: 0.65%Progress: 0.66%Progress: 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KK1010=cbind(KK9,KK10)
M10= rep(0,B)
for (b in 1:B) {
  M10[b]<-max(KK1010[b,])
}
round(quantile(M10,c(0.9,0.92,0.95,0.97,0.99,0.995)),3)

##   90%   92%   95%   97%   99% 99.5% 
## 0.517 0.528 0.547 0.565 0.605 0.630

library(ggplot2)

# Tu dataframe con los cuantiles
quantiles_df <- data.frame(
  n = c(10, 20, 30, 40, 50, 60, 70, 80, 90, 100),
  `90%` = c(0.486, 0.518, 0.533, 0.544, 0.552, 0.560, 0.566, 0.570, 0.574, 0.578),
  `92%` = c(0.497, 0.528, 0.542, 0.553, 0.562, 0.567, 0.573, 0.578, 0.583, 0.587),
  `95%` = c(0.518, 0.546, 0.561, 0.570, 0.578, 0.585, 0.591, 0.595, 0.599, 0.602),
  `97%` = c(0.537, 0.565, 0.579, 0.591, 0.597, 0.602, 0.608, 0.611, 0.616, 0.618),
  `99%` = c(0.576, 0.602, 0.615, 0.623, 0.629, 0.634, 0.640, 0.643, 0.646, 0.651),
  `99.5%` = c(0.602, 0.621, 0.636, 0.642, 0.645, 0.652, 0.657, 0.660, 0.662, 0.665)
)

# Reorganizar el dataframe en formato largo para facilitar el uso con ggplot2
quantiles_df_long <- tidyr::gather(quantiles_df, key = "Cuantil", value = "Valor", -n)

# Crear el gráfico
ggplot(quantiles_df_long, aes(x = n, y = Valor, color = Cuantil)) +
  geom_line() +
  labs(title = "Gráfico de Cuantiles para m = 10",
       x = "Tamaño de Muestra",
       y = "Valor del Estadístico") +
  scale_color_manual(values = c("#e41a1c", "#377eb8", "#4daf4a", "#ff7f00", "#ffff33", "#a65628")) +
  theme_minimal()

# Create the plot
ggplot(quantiles_df_long, aes(x = n, y = Valor, color = Cuantil)) +
  geom_line() +
  labs(title = "Quantile Plot for m = 10",
       x = "Sample Size",
       y = "Statistic Value") +
  scale_color_manual(values = c("#e41a1c", "#377eb8", "#4daf4a", "#ff7f00", "#ffff33", "#a65628")) +
  theme_minimal()

# Create the plot
ggplot(quantiles_df_long, aes(x = n, y = Valor, color = Cuantil)) +
  geom_line() +
  labs(title = "Quantile Plot for m = 10",
       x = "Sample Size",
       y = "Statistic Value") +
  scale_color_manual(
    values = c("#e41a1c", "#377eb8", "#4daf4a", "#ff7f00", "#ffff33", "#a65628"),
    labels = c("90%", "92%", "95%", "97%", "99%", "99.5%"),
    guide = guide_legend(reverse = TRUE)  # This puts highest quantile at top
  ) +
  theme_minimal() +
  theme(
    legend.position = "right",
    legend.justification = "top"
  )

# Create the plot
ggplot(quantiles_df_long, aes(x = n, y = Valor, color = Cuantil)) +
  geom_line() +
  labs(title = "Quantile Plot for m = 10",
       x = "Sample Size",
       y = "Statistic Value") +
  scale_color_manual(
    name = "Quantile",  # Changed legend title here
    values = c("#e41a1c", "#377eb8", "#4daf4a", "#ff7f00", "#ffff33", "#a65628"),
    labels = c("90%", "92%", "95%", "97%", "99%", "99.5%"),
    guide = guide_legend(reverse = TRUE)
  ) +
  theme_minimal() +
  theme(
    legend.position = "right",
    legend.justification = "top"
  )