维特比算法中的R-替换元素数不是替换长度误差的倍数

我试图在R中实现维特比算法。我编写了以下代码

viterbi_impl <- function(y,P,B,pi){

# Creating required matrices based on dimension of P

Sk <- matrix(0,nrow=dim(P)[1],ncol=length(y))
path <- matrix(0,,nrow=dim(P)[1],ncol=length(y))

# creating the first column

for(i in 1:dim(Sk)[1]){
  Sk[i,1] <- log(pi[i]) + log(B[i,y[1]])
}

for(x in 2:length(y)){
 for(z in 1:dim(P)[1]){
  max_Sk <- max(Sk[,(x-1)] + log(P[,z]))
  Sk[z,x] <- log(B[z,y[x]]) + max_Sk
  p <- which((Sk[,(x-1)] + log(P[,z])) == max_Sk)
  path[z,x] <- p
 }
}

likelihood <- max(Sk[,length(y)])  # Gives the likelihood of the most optimal path

start_opt_path <- which(Sk[,length(y)] == max(Sk[,length(y)]))

backtrace <- vector(length=length(y))
backtrace[length(backtrace)] <- start_opt_path

for(i in (length(y)-1):1){
  backtrace[i] <- path[backtrace[i+1],i+1]
}

return(list(backtrace,likelihood))

}

---

viterbi\u impl内置调试器
browser（）
，
traceback（）
等都是你的朋友。这是一个很好的提示！我会看看我是否能解决这个问题，谢谢你提供的信息…可能是重复的
#Computing optimal path log-likelihood for the observed sequence (a,b,c,b,a)
y <- c(1,2,3,2,1)
P <- matrix(c(1/3,0.5,0.5,1/3,1/3,1/3,0.5,0.5,0.5),3,3,byrow = TRUE)
B <- matrix(c(1/3,1/3,1/3,0.5,0.5,1/3,0.5,1/3,1/3),3,3,byrow = TRUE)
pi <-c(1/3,1/3,1/3)

output <- viterbi_impl(y,P,B,pi)