R 值变化的指数平滑
我有一个指数平滑函数,用于预测分析。我需要它在其他变量上分组,并且有一行的滞后 以下是函数:R 值变化的指数平滑,r,R,我有一个指数平滑函数,用于预测分析。我需要它在其他变量上分组,并且有一行的滞后 以下是函数: exp1 = function(x) {if (NROW(x) < 4) {res <- x} else {res <- fitted(ses(x, alpha = 0.1))} return(res)} 你知道如何阻止这种事情发生吗?我需要所有以前的值保持不变,而不是在附加新值时更改 非常感谢您的帮助。您每次调用exp1都在构建新模型。由于x发生了变化,因此一些拟合值也会发生变化也
exp1 = function(x) {if (NROW(x) < 4) {res <- x} else {res <- fitted(ses(x, alpha = 0.1))}
return(res)}
你知道如何阻止这种事情发生吗?我需要所有以前的值保持不变,而不是在附加新值时更改
非常感谢您的帮助。您每次调用
exp1
都在构建新模型。由于x
发生了变化,因此一些拟合值也会发生变化也就不足为奇了。有没有办法修改函数以避免这种情况发生?x保持不变,不是吗??
school <- c('I','B','B','B','B','I','I','I','I','B','I','I','B','I','B','I','B','B','I','I','B','I','B','I','B','B','I')
Student <- c('S','S','S','O','O','O','O','S','O','S','S','O','S','O','O','S','S','O','S','O','S','O','O','S','S','O','J')
area <- c('A','A','A','A','B','A','B','A','A','A','A','A','A','A','A','A','A','A','A','B','A','A','A','A','A','A','A')
Score <- c(5,2,7,3,9,6,3,7,1,7,3,8,3,4,1,9,4,6,3,8,3,4,1,9,4,6,6)
match1 <- data.frame(school, Student, area, Score)
expsmooth1 = ave(match1$Score, match1$area, match1$Student, FUN = exp1)
school <- c('I','B','B','B','B','I','I','I','I','B','I','I','B','I','B','I','B','B','I','I','B','I','B','I','B','B','I','I','I','I','I')
Student <- c('S','S','S','O','O','O','O','S','O','S','S','O','S','O','O','S','S','O','S','O','S','O','O','S','S','O','J','J','J','J','S')
area <- c('A','A','A','A','B','A','B','A','A','A','A','A','A','A','A','A','A','A','A','B','A','A','A','A','A','A','A','A','A','B','A')
Score <- c(5,2,7,3,9,6,3,7,1,7,3,8,3,4,1,9,4,6,3,8,3,4,1,9,4,6,6,0,0,0,0)
match2 <- data.frame(school, Student, area, Score)
expsmooth2 = ave(match2$Score, match2$area, match2$Student, FUN = exp1)
School Student Area Score expsmooth1 expsmooth2 Comparison
I S A 5 5.062012 4.803711 different
B S A 2 5.055811 4.823340 different
B S A 7 4.750229 4.541006 different
B O A 3 4.005469 4.005469 same
B O B 9 9.000000 9.000000 same
I O A 6 3.904922 3.904922 same
I O B 3 3.000000 3.000000 same
I S A 7 4.975207 4.786905 different
I O A 1 4.114430 4.114430 same
B S A 7 5.177686 5.008215 different
I S A 3 5.359917 5.207393 different
I O A 8 3.802987 3.802987 same
B S A 3 5.123926 4.986654 different
I O A 4 4.222688 4.222688 same
B O A 1 4.200419 4.200419 same
I S A 9 4.911533 4.787989 different
B S A 4 5.320380 5.209190 different
B O A 6 3.880377 3.880377 same
I S A 3 5.188342 5.088271 different
I O B 8 8.000000 8.000000 same
B S A 3 4.969508 4.879444 different
I O A 4 4.092340 4.092340 same
B O A 1 4.083106 4.083106 same
I S A 9 4.772557 4.691499 different
B S A 4 5.195301 5.122349 different
B O A 6 3.774795 3.774795 same
I J A 6 6.000000 6.000000 same
I J A 0 0.000000
I J A 0 0.000000
I J B 0 0.000000
I S A 0 5.010114