R: Calculating cumulative return of a portfolio
$begingroup$
I've downloaded adjusted closing prices from Yahoo using the quantmod
-package, and used that to create a portfolio consisting of 50% AAPL
- and 50% FB
-stocks.
When I plot the cumulative performance of my portfolio, I get a performance that is (suspiciously) high as it is above 100%:
library(ggplot2)
library(quantmod)
cmp <- "AAPL"
getSymbols(Symbols = cmp)
tail(AAPL$AAPL.Adjusted)
cmp <- "FB"
getSymbols(Symbols = cmp)
tail(FB$FB.Adjusted)
df <- data.frame("AAPL" = tail(AAPL$AAPL.Adjusted, 1000),
"FB" = tail(FB$FB.Adjusted, 1000))
for(i in 2:nrow(df)){
df$AAPL.Adjusted_prc[i] <- df$AAPL.Adjusted[i]/df$AAPL.Adjusted[i-1]-1
df$FB.Adjusted_prc[i] <- df$FB.Adjusted[i]/df$FB.Adjusted[i-1]-1
}
df <- df[-1,]
df$portfolio <- (df$AAPL.Adjusted_prc + df$FB.Adjusted_prc)*0.5
df$performance <- cumprod(df$portfolio+1)-1
df$idu <- as.Date(row.names(df))
ggplot(data = df, aes(x = idu, y = performance)) + geom_line()
A cumulative performance above 100% seems very unrealistic to me. This lead me to think that maybe it is necessary to adjust/scale the downloaded data from quantmod
before using it?
portfolio-management returns quantmod
$endgroup$
add a comment |
$begingroup$
I've downloaded adjusted closing prices from Yahoo using the quantmod
-package, and used that to create a portfolio consisting of 50% AAPL
- and 50% FB
-stocks.
When I plot the cumulative performance of my portfolio, I get a performance that is (suspiciously) high as it is above 100%:
library(ggplot2)
library(quantmod)
cmp <- "AAPL"
getSymbols(Symbols = cmp)
tail(AAPL$AAPL.Adjusted)
cmp <- "FB"
getSymbols(Symbols = cmp)
tail(FB$FB.Adjusted)
df <- data.frame("AAPL" = tail(AAPL$AAPL.Adjusted, 1000),
"FB" = tail(FB$FB.Adjusted, 1000))
for(i in 2:nrow(df)){
df$AAPL.Adjusted_prc[i] <- df$AAPL.Adjusted[i]/df$AAPL.Adjusted[i-1]-1
df$FB.Adjusted_prc[i] <- df$FB.Adjusted[i]/df$FB.Adjusted[i-1]-1
}
df <- df[-1,]
df$portfolio <- (df$AAPL.Adjusted_prc + df$FB.Adjusted_prc)*0.5
df$performance <- cumprod(df$portfolio+1)-1
df$idu <- as.Date(row.names(df))
ggplot(data = df, aes(x = idu, y = performance)) + geom_line()
A cumulative performance above 100% seems very unrealistic to me. This lead me to think that maybe it is necessary to adjust/scale the downloaded data from quantmod
before using it?
portfolio-management returns quantmod
$endgroup$
1
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago
add a comment |
$begingroup$
I've downloaded adjusted closing prices from Yahoo using the quantmod
-package, and used that to create a portfolio consisting of 50% AAPL
- and 50% FB
-stocks.
When I plot the cumulative performance of my portfolio, I get a performance that is (suspiciously) high as it is above 100%:
library(ggplot2)
library(quantmod)
cmp <- "AAPL"
getSymbols(Symbols = cmp)
tail(AAPL$AAPL.Adjusted)
cmp <- "FB"
getSymbols(Symbols = cmp)
tail(FB$FB.Adjusted)
df <- data.frame("AAPL" = tail(AAPL$AAPL.Adjusted, 1000),
"FB" = tail(FB$FB.Adjusted, 1000))
for(i in 2:nrow(df)){
df$AAPL.Adjusted_prc[i] <- df$AAPL.Adjusted[i]/df$AAPL.Adjusted[i-1]-1
df$FB.Adjusted_prc[i] <- df$FB.Adjusted[i]/df$FB.Adjusted[i-1]-1
}
df <- df[-1,]
df$portfolio <- (df$AAPL.Adjusted_prc + df$FB.Adjusted_prc)*0.5
df$performance <- cumprod(df$portfolio+1)-1
df$idu <- as.Date(row.names(df))
ggplot(data = df, aes(x = idu, y = performance)) + geom_line()
A cumulative performance above 100% seems very unrealistic to me. This lead me to think that maybe it is necessary to adjust/scale the downloaded data from quantmod
before using it?
portfolio-management returns quantmod
$endgroup$
I've downloaded adjusted closing prices from Yahoo using the quantmod
-package, and used that to create a portfolio consisting of 50% AAPL
- and 50% FB
-stocks.
When I plot the cumulative performance of my portfolio, I get a performance that is (suspiciously) high as it is above 100%:
library(ggplot2)
library(quantmod)
cmp <- "AAPL"
getSymbols(Symbols = cmp)
tail(AAPL$AAPL.Adjusted)
cmp <- "FB"
getSymbols(Symbols = cmp)
tail(FB$FB.Adjusted)
df <- data.frame("AAPL" = tail(AAPL$AAPL.Adjusted, 1000),
"FB" = tail(FB$FB.Adjusted, 1000))
for(i in 2:nrow(df)){
df$AAPL.Adjusted_prc[i] <- df$AAPL.Adjusted[i]/df$AAPL.Adjusted[i-1]-1
df$FB.Adjusted_prc[i] <- df$FB.Adjusted[i]/df$FB.Adjusted[i-1]-1
}
df <- df[-1,]
df$portfolio <- (df$AAPL.Adjusted_prc + df$FB.Adjusted_prc)*0.5
df$performance <- cumprod(df$portfolio+1)-1
df$idu <- as.Date(row.names(df))
ggplot(data = df, aes(x = idu, y = performance)) + geom_line()
A cumulative performance above 100% seems very unrealistic to me. This lead me to think that maybe it is necessary to adjust/scale the downloaded data from quantmod
before using it?
portfolio-management returns quantmod
portfolio-management returns quantmod
asked 19 hours ago
Tyler DTyler D
233
233
1
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago
add a comment |
1
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago
1
1
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
Have you checked the performance of the particular stocks?
library("quantmod")
library("PMwR")
cmp <- "AAPL"
aapl <- getSymbols(Symbols = cmp, auto.assign = FALSE)$AAPL.Adjusted
cmp <- "FB"
fb <- getSymbols(Symbols = cmp, auto.assign = FALSE)$FB.Adjusted
returns(window(merge(aapl, fb), start = as.Date("2015-1-1")),
period = "itd")
## AAPL.Adjusted: 73.2% [02 Jan 2015 -- 04 Mar 2019]
## FB.Adjusted: 113.3% [02 Jan 2015 -- 04 Mar 2019]
So this seems quite realistic (and you may verify this performance via other sources as well). However, you should properly merge the time-series on their timestamps. Also, the portfolio performance you compute assumes that you rebalance to equal weights every period (i.e. day).
$endgroup$
add a comment |
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1 Answer
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active
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active
oldest
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$begingroup$
Have you checked the performance of the particular stocks?
library("quantmod")
library("PMwR")
cmp <- "AAPL"
aapl <- getSymbols(Symbols = cmp, auto.assign = FALSE)$AAPL.Adjusted
cmp <- "FB"
fb <- getSymbols(Symbols = cmp, auto.assign = FALSE)$FB.Adjusted
returns(window(merge(aapl, fb), start = as.Date("2015-1-1")),
period = "itd")
## AAPL.Adjusted: 73.2% [02 Jan 2015 -- 04 Mar 2019]
## FB.Adjusted: 113.3% [02 Jan 2015 -- 04 Mar 2019]
So this seems quite realistic (and you may verify this performance via other sources as well). However, you should properly merge the time-series on their timestamps. Also, the portfolio performance you compute assumes that you rebalance to equal weights every period (i.e. day).
$endgroup$
add a comment |
$begingroup$
Have you checked the performance of the particular stocks?
library("quantmod")
library("PMwR")
cmp <- "AAPL"
aapl <- getSymbols(Symbols = cmp, auto.assign = FALSE)$AAPL.Adjusted
cmp <- "FB"
fb <- getSymbols(Symbols = cmp, auto.assign = FALSE)$FB.Adjusted
returns(window(merge(aapl, fb), start = as.Date("2015-1-1")),
period = "itd")
## AAPL.Adjusted: 73.2% [02 Jan 2015 -- 04 Mar 2019]
## FB.Adjusted: 113.3% [02 Jan 2015 -- 04 Mar 2019]
So this seems quite realistic (and you may verify this performance via other sources as well). However, you should properly merge the time-series on their timestamps. Also, the portfolio performance you compute assumes that you rebalance to equal weights every period (i.e. day).
$endgroup$
add a comment |
$begingroup$
Have you checked the performance of the particular stocks?
library("quantmod")
library("PMwR")
cmp <- "AAPL"
aapl <- getSymbols(Symbols = cmp, auto.assign = FALSE)$AAPL.Adjusted
cmp <- "FB"
fb <- getSymbols(Symbols = cmp, auto.assign = FALSE)$FB.Adjusted
returns(window(merge(aapl, fb), start = as.Date("2015-1-1")),
period = "itd")
## AAPL.Adjusted: 73.2% [02 Jan 2015 -- 04 Mar 2019]
## FB.Adjusted: 113.3% [02 Jan 2015 -- 04 Mar 2019]
So this seems quite realistic (and you may verify this performance via other sources as well). However, you should properly merge the time-series on their timestamps. Also, the portfolio performance you compute assumes that you rebalance to equal weights every period (i.e. day).
$endgroup$
Have you checked the performance of the particular stocks?
library("quantmod")
library("PMwR")
cmp <- "AAPL"
aapl <- getSymbols(Symbols = cmp, auto.assign = FALSE)$AAPL.Adjusted
cmp <- "FB"
fb <- getSymbols(Symbols = cmp, auto.assign = FALSE)$FB.Adjusted
returns(window(merge(aapl, fb), start = as.Date("2015-1-1")),
period = "itd")
## AAPL.Adjusted: 73.2% [02 Jan 2015 -- 04 Mar 2019]
## FB.Adjusted: 113.3% [02 Jan 2015 -- 04 Mar 2019]
So this seems quite realistic (and you may verify this performance via other sources as well). However, you should properly merge the time-series on their timestamps. Also, the portfolio performance you compute assumes that you rebalance to equal weights every period (i.e. day).
answered 18 hours ago
Enrico SchumannEnrico Schumann
1,30656
1,30656
add a comment |
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1
$begingroup$
Seems fine! Markets from 2017 to 2019 just went up and down like your chart!
$endgroup$
– Emma
16 hours ago