## Package LibPath Version Priority Depends Imports LinkingTo Suggests
## Enhances License License_is_FOSS License_restricts_use OS_type Archs
## MD5sum NeedsCompilation Built
## # A tibble: 6 × 10
## Date VCB MBB BID CTG SHB ACB STB EIB `VN-INDEX`
## <dttm> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl> <dbl>
## 1 2024-12-31 00:00:00 91200 21826 37550 37800 10250 25800 36900 19300 1267.
## 2 2024-12-30 00:00:00 92000 21565 38250 38900 10250 25400 37850 19300 1272.
## 3 2024-12-27 00:00:00 92200 21783 39150 38800 10300 25550 37400 19450 1275.
## 4 2024-12-26 00:00:00 92100 21652 39000 38200 10300 25550 37100 19250 1273.
## 5 2024-12-25 00:00:00 92400 21261 38650 38200 10300 25450 36250 19500 1274.
## 6 2024-12-24 00:00:00 92100 20783 38100 36200 10250 25000 34700 19600 1260.
## Package LibPath Version Priority Depends Imports LinkingTo Suggests
## Enhances License License_is_FOSS License_restricts_use OS_type Archs
## MD5sum NeedsCompilation Built
4.1. Giới thiệu chương
## $Giai_doan
## [1] "NA → NA"
##
## $So_thang
## [1] 120
##
## $Tan_suat
## [1] "Tháng"
##
## $Thi_truong
## [1] "VN-INDEX"
##
## $Ma_ngan_hang
## [1] "VCB" "MBB" "BID" "CTG" "SHB" "ACB" "STB" "EIB"
4.2. Thống kê mô tả
Bảng 4.2. Thống kê mô tả lợi suất tháng (đầy đủ)
ACB |
119 |
1.81% |
8.29% |
-23.74% |
-17.11% |
-11.74% |
-2.16% |
1.38% |
5.42% |
17.75% |
23.41% |
32.76% |
0.71% |
0.3712314 |
2.0205911 |
0.9576122 |
0.0008670 |
BID |
119 |
1.59% |
10.62% |
-32.20% |
-23.10% |
-16.24% |
-5.23% |
1.15% |
9.21% |
16.89% |
30.52% |
34.12% |
-2.07% |
0.0637016 |
0.9289345 |
0.9828682 |
0.1348748 |
CTG |
119 |
1.49% |
10.17% |
-33.20% |
-22.46% |
-15.09% |
-4.31% |
1.47% |
6.46% |
17.59% |
29.39% |
30.15% |
2.78% |
0.1032437 |
1.2882661 |
0.9768578 |
0.0377783 |
EIB |
119 |
0.98% |
10.36% |
-40.54% |
-28.84% |
-13.05% |
-4.59% |
0.71% |
6.23% |
19.72% |
23.42% |
36.57% |
0.31% |
-0.1369978 |
2.7898517 |
0.9535348 |
0.0004219 |
MBB |
119 |
1.72% |
9.00% |
-33.58% |
-23.30% |
-12.44% |
-2.60% |
1.07% |
6.36% |
16.73% |
24.14% |
25.59% |
0.51% |
-0.3236355 |
1.9047846 |
0.9670056 |
0.0050653 |
SHB |
119 |
1.46% |
13.16% |
-35.45% |
-28.92% |
-13.74% |
-4.83% |
-0.61% |
5.69% |
21.36% |
43.83% |
71.23% |
-1.24% |
1.6201155 |
7.0700566 |
0.8639273 |
0.0000000 |
STB |
119 |
1.41% |
11.27% |
-37.07% |
-21.19% |
-14.99% |
-5.22% |
0.00% |
8.40% |
20.72% |
26.38% |
41.42% |
-1.23% |
0.2615043 |
1.3986608 |
0.9780887 |
0.0489955 |
VCB |
119 |
1.66% |
8.16% |
-24.76% |
-16.43% |
-10.83% |
-2.60% |
0.80% |
6.45% |
14.90% |
22.11% |
25.29% |
-1.17% |
0.0790500 |
0.7964677 |
0.9787507 |
0.0563724 |
VN-INDEX |
120 |
0.36% |
7.84% |
-57.02% |
-22.37% |
-9.24% |
-1.47% |
1.27% |
3.74% |
10.34% |
13.66% |
16.09% |
1.53% |
-3.4797740 |
22.9171310 |
0.7479496 |
0.0000000 |
4.3. Ước lượng Camp
Bảng 4.3. Ước lượng CAPM: beta, alpha, R² và p-value
ACB |
0.0104 |
0.8750 |
0.0888972 |
0.0000000 |
0.3770 |
0.3717 |
BID |
0.0058 |
1.2815 |
0.4051925 |
0.0000000 |
0.4928 |
0.4885 |
CTG |
0.0049 |
1.2873 |
0.4450955 |
0.0000000 |
0.5424 |
0.5385 |
EIB |
0.0040 |
0.5260 |
0.6643711 |
0.0010985 |
0.0874 |
0.0796 |
MBB |
0.0076 |
1.1896 |
0.1529214 |
0.0000000 |
0.5925 |
0.5890 |
SHB |
0.0091 |
0.4681 |
0.4458490 |
0.0239065 |
0.0428 |
0.0347 |
STB |
0.0044 |
1.2212 |
0.5901204 |
0.0000000 |
0.3978 |
0.3926 |
VCB |
0.0079 |
1.0464 |
0.1185249 |
0.0000000 |
0.5564 |
0.5526 |
Công thức tổng quát \[
r_{i,t}-r_{f,t}=\alpha_i+\beta_i\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{i,t}.
\]
Cụ thể \[
\begin{aligned}
\text{ACB:}\quad &
r_{\mathrm{ACB},t}-r_{f,t}=0.0104+0.8750\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{ACB},t},\\
\text{BID:}\quad &
r_{\mathrm{BID},t}-r_{f,t}=0.0058+1.2815\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{BID},t},\\
\text{CTG:}\quad &
r_{\mathrm{CTG},t}-r_{f,t}=0.0049+1.2873\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{CTG},t},\\
\text{EIB:}\quad &
r_{\mathrm{EIB},t}-r_{f,t}=0.0040+0.5260\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{EIB},t},\\
\text{MBB:}\quad &
r_{\mathrm{MBB},t}-r_{f,t}=0.0076+1.1896\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{MBB},t},\\
\text{SHB:}\quad &
r_{\mathrm{SHB},t}-r_{f,t}=0.0091+0.4681\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{SHB},t},\\
\text{STB:}\quad &
r_{\mathrm{STB},t}-r_{f,t}=0.0044+1.2212\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{STB},t},\\
\text{VCB:}\quad &
r_{\mathrm{VCB},t}-r_{f,t}=0.0079+1.0464\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{VCB},t}.
\end{aligned}
\]
4.4. Lợi suất kỳ vọng CAPM & phân loại định giá
Bảng 4.4. Lợi suất kỳ vọng theo CAPM & phân loại định
giá
ACB |
0.8750290 |
0.0103877 |
0.3770026 |
1.81% |
0.35% |
Undervalued (α > 0) |
BID |
1.2814697 |
0.0058458 |
0.4928495 |
1.59% |
0.38% |
Undervalued (α > 0) |
CTG |
1.2873106 |
0.0048765 |
0.5424456 |
1.49% |
0.38% |
Undervalued (α > 0) |
EIB |
0.5260171 |
0.0039804 |
0.0873876 |
0.98% |
0.33% |
Undervalued (α > 0) |
MBB |
1.1896159 |
0.0076403 |
0.5925028 |
1.72% |
0.38% |
Undervalued (α > 0) |
SHB |
0.4681216 |
0.0091110 |
0.0428429 |
1.46% |
0.32% |
Undervalued (α > 0) |
STB |
1.2211863 |
0.0043691 |
0.3977656 |
1.41% |
0.38% |
Undervalued (α > 0) |
VCB |
1.0464024 |
0.0079091 |
0.5564065 |
1.66% |
0.37% |
Undervalued (α > 0) |


---
title: "Tài chính 2"
author: "Phạm Xuân Hoan "
date: "`r format(Sys.time(), '%H:%M:%S, %d - %m - %Y')`"
output:
  html_document:
    code_download: yes
    code_folding: hide
    toc_depth: 4
    toc_float: true
    toc: true
  word_document:
    toc: true
    toc_depth: '4'
  pdf_document:
    latex_engine: xelatex
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(
	echo = FALSE,
	message = FALSE,
	warning = FALSE
)
```

<style>
body {
  font-family: "Times New Roman", sans-serif;
  font-size: 16px;
  text-align: justify;
  line-height: 1.5;
}
h2 {
  color: red;
}
h3 {
  color: darkblue;
}
</style>

```{r}
installed.packages("xlsx")
library(openxlsx)
library(readxl)
library(DT)
library(pander)
library(readr)
library(ggplot2)
library(dplyr)
library(skimr)
library(psych)
library(formattable)
library(htmltools)
library(DescTools)
library(epitools)
library(pROC)
library(ggrepel)
library(gridExtra)
```

```{r}

# 1. Đọc file Excel
data <- read_excel("/Users/phamxuanhoan/Documents/Tiểu luận /Định giá tài sản tài chính 2/Dữ liệu.xlsx")

head(data)
```

```{r}
# Packages & tham số
installed.packages("zoo")
library(dplyr); library(tidyr); library(zoo)
library(broom); library(moments); library(scales); library(knitr)

# Cột thị trường & danh sách mã
market_col <- names(data)[grepl("VN.*INDEX", names(data), ignore.case = TRUE)][1]
stopifnot(!is.na(market_col))
tickers <- setdiff(names(data), c("Date", market_col, "Rf", "RF", "rf"))

# Nếu CHƯA có chuỗi Rf theo tháng trong dữ liệu:
rf_annual <- 0.035                        # chỉnh tại đây nếu muốn
rf_monthly_const <- (1 + rf_annual)^(1/12) - 1

```

# 4.1. Giới thiệu chương

```{r}
# Giá cuối tháng
prices_m <- data %>%
  arrange(Date) %>%
  mutate(ym = as.yearmon(Date)) %>%
  group_by(ym) %>%
  summarise(across(all_of(c(tickers, market_col)), ~ dplyr::last(na.omit(.x))),
            .groups = "drop")

# Lợi suất tháng (simple)
rets_m <- prices_m %>%
  arrange(ym) %>%
  mutate(across(all_of(c(tickers, market_col)), ~ .x/lag(.x) - 1)) %>%
  slice(-1)

# Thông tin mẫu (in ra để chèn vào báo cáo)
sample_info <- list(
  Giai_doan = paste0(as.character(min(prices_m$ym)), " → ", as.character(max(prices_m$ym))),
  So_thang  = nrow(rets_m),
  Tan_suat  = "Tháng",
  Thi_truong= market_col,
  Ma_ngan_hang = tickers
)
sample_info

```


# 4.2. Thống kê mô tả

```{r}
# Helpers: Mode cho biến liên tục & Shapiro an toàn
mode_kde <- function(x){
  x <- na.omit(x); if (length(x) < 3) return(NA_real_)
  d <- density(x); d$x[which.max(d$y)]
}
shapiro_safe <- function(x){
  x <- na.omit(x)
  if (length(unique(x)) < 3 || length(x) < 3 || length(x) > 5000) return(c(W=NA,p=NA))
  s <- shapiro.test(x); c(W=unname(s$statistic), p=unname(s$p.value))
}

desc_tbl <- rets_m %>%
  select(ym, all_of(c(tickers, market_col))) %>%
  pivot_longer(-ym, names_to = "Var", values_to = "ret") %>%
  group_by(Var) %>%
  summarise(
    N = sum(!is.na(ret)),
    Mean = mean(ret, na.rm=TRUE),
    SD   = sd(ret,   na.rm=TRUE),
    Min  = min(ret,  na.rm=TRUE),
    P01  = quantile(ret, .01, na.rm=TRUE),
    P05  = quantile(ret, .05, na.rm=TRUE),
    P25  = quantile(ret, .25, na.rm=TRUE),
    Median=quantile(ret, .50, na.rm=TRUE),
    P75  = quantile(ret, .75, na.rm=TRUE),
    P95  = quantile(ret, .95, na.rm=TRUE),
    P99  = quantile(ret, .99, na.rm=TRUE),
    Max  = max(ret,  na.rm=TRUE),
    Mode = mode_kde(ret),
    Skew = ifelse(N>=3, moments::skewness(ret, na.rm=TRUE), NA_real_),
    KurtosisE = ifelse(N>=4, moments::kurtosis(ret, na.rm=TRUE) - 3, NA_real_),
    ShapiroW  = {sh <- shapiro_safe(ret); sh["W"]},
    Shapiro_p = {sh <- shapiro_safe(ret); sh["p"]},
    .groups = "drop"
  ) %>% arrange(Var)

# Bảng trình bày (định dạng % cho các tỉ suất)
desc_fmt <- desc_tbl %>%
  mutate(across(c(Mean,SD,Min,P01,P05,P25,Median,P75,P95,P99,Max,Mode),
                ~ scales::percent(.x, accuracy = 0.01)))
knitr::kable(
  desc_fmt,
  align = "lrrrrrrrrrrrrrrrr",
  col.names = c("Biến","N","Mean","SD","Min","P01","P05","P25","Median",
                "P75","P95","P99","Max","Mode (KDE)","Skew","Kurtosis(excess)","W","p"),
  caption = "Bảng 4.2. Thống kê mô tả lợi suất tháng (đầy đủ)"
)

```

```{r}
# --- SML robust: tự tính beta & mean nếu thiếu ---
suppressPackageStartupMessages({
  library(dplyr); library(tidyr); library(zoo)
  library(ggplot2); library(scales)
})

# 0) Nhận diện các cột cần thiết
if (!exists("market_col") || is.na(market_col)) {
  market_col <- names(data)[grepl("VN.*INDEX", names(data), ignore.case = TRUE)][1]
}
if (!exists("rets_m")) {
  date_col <- names(data)[grepl("^(Ngày|NGÀY|Date|DATE)$", names(data))][1]
  tickers  <- setdiff(names(data), c(date_col, market_col, "Rf","RF","rf"))
  prices_m <- data %>%
    arrange(.data[[date_col]]) %>%
    mutate(ym = zoo::as.yearmon(.data[[date_col]])) %>%
    group_by(ym) %>%
    summarise(across(all_of(c(tickers, market_col)),
                     ~ dplyr::last(na.omit(.x))), .groups = "drop")
  rets_m <- prices_m %>%
    arrange(ym) %>%
    mutate(across(all_of(c(tickers, market_col)), ~ .x/lag(.x) - 1)) %>%
    slice(-1)
}
if (!exists("tickers")) {
  date_col <- names(data)[grepl("^(Ngày|NGÀY|Date|DATE)$", names(data))][1]
  tickers  <- setdiff(names(data), c(date_col, market_col, "Rf","RF","rf"))
}

# 1) Rf tháng
if ("Rf" %in% names(rets_m)) {
  rf_m <- rets_m$Rf
} else if (!exists("rf_m")) {
  rf_annual <- 0.035
  rf_m <- rep((1 + rf_annual)^(1/12) - 1, nrow(rets_m))
}

# 2) Beta theo CAPM (OLS từng mã) nếu thiếu capm_res
Rm_ex <- rets_m[[market_col]] - rf_m
get_beta <- function(y_ex, x) coef(lm(y_ex ~ x))[2]
betas <- sapply(tickers, function(tk){
  y_ex <- rets_m[[tk]] - rf_m
  get_beta(y_ex, Rm_ex)
})
capm_res <- tibble(Ticker = tickers, beta = as.numeric(betas))

# 3) Lợi suất TB tháng thực tế
means <- colMeans(rets_m[, tickers], na.rm = TRUE)
plot_df <- capm_res %>%
  left_join(tibble(Ticker = tickers, Mean = as.numeric(means)), by = "Ticker")

# 4) Tham số & đường SML
rf_used     <- mean(rf_m,  na.rm = TRUE)
mkt_premium <- mean(Rm_ex, na.rm = TRUE)
bmin <- min(plot_df$beta, na.rm = TRUE) - 0.05
bmax <- max(plot_df$beta, na.rm = TRUE) + 0.05
sml_df <- data.frame(beta = c(bmin, bmax),
                     y    = rf_used + c(bmin, bmax) * mkt_premium)

ymin <- min(c(plot_df$Mean, sml_df$y), na.rm = TRUE)
ymax <- max(c(plot_df$Mean, sml_df$y), na.rm = TRUE)

```


# 4.3. Ước lượng Camp

```{r}
# Rf theo tháng (dùng cột Rf nếu đã có; ngược lại dùng tham số ở phần chuẩn bị)
rf_m <- if ("Rf" %in% names(rets_m)) rets_m$Rf else rep(rf_monthly_const, nrow(rets_m))
Rm_ex <- rets_m[[market_col]] - rf_m

fit_one <- function(y_ex, rm_ex){
  fit <- lm(y_ex ~ rm_ex)
  tibble(alpha = coef(fit)[1],
         beta  = coef(fit)[2],
         p_alpha = summary(fit)$coefficients[1,4],
         p_beta  = summary(fit)$coefficients[2,4],
         R2 = summary(fit)$r.squared,
         Adj_R2 = summary(fit)$adj.r.squared)
}

capm_res <- purrr::map_dfr(tickers, function(tk){
  y_ex <- rets_m[[tk]] - rf_m
  out <- fit_one(y_ex, Rm_ex); out$Ticker <- tk; out
}) %>% select(Ticker, alpha, beta, p_alpha, p_beta, R2, Adj_R2) %>%
  arrange(Ticker)

knitr::kable(
  capm_res %>% mutate(across(c(alpha,beta,R2,Adj_R2), ~ round(.x, 4))),
  caption = "Bảng 4.3. Ước lượng CAPM: beta, alpha, R² và p-value"
)

```


**Công thức tổng quát**
\[
r_{i,t}-r_{f,t}=\alpha_i+\beta_i\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{i,t}.
\]

**Cụ thể**
\[
\begin{aligned}
\text{ACB:}\quad & r_{\mathrm{ACB},t}-r_{f,t}=0.0104+0.8750\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{ACB},t},\\
\text{BID:}\quad & r_{\mathrm{BID},t}-r_{f,t}=0.0058+1.2815\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{BID},t},\\
\text{CTG:}\quad & r_{\mathrm{CTG},t}-r_{f,t}=0.0049+1.2873\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{CTG},t},\\
\text{EIB:}\quad & r_{\mathrm{EIB},t}-r_{f,t}=0.0040+0.5260\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{EIB},t},\\
\text{MBB:}\quad & r_{\mathrm{MBB},t}-r_{f,t}=0.0076+1.1896\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{MBB},t},\\
\text{SHB:}\quad & r_{\mathrm{SHB},t}-r_{f,t}=0.0091+0.4681\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{SHB},t},\\
\text{STB:}\quad & r_{\mathrm{STB},t}-r_{f,t}=0.0044+1.2212\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{STB},t},\\
\text{VCB:}\quad & r_{\mathrm{VCB},t}-r_{f,t}=0.0079+1.0464\,\big(r_{M,t}-r_{f,t}\big)+\varepsilon_{\mathrm{VCB},t}.
\end{aligned}
\]




# 4.4. Lợi suất kỳ vọng CAPM & phân loại định giá

```{r}
# Phần bù rủi ro thị trường & Rf bình quân tháng
mkt_premium <- mean(Rm_ex, na.rm = TRUE)  # E[Rm - Rf]
rf_used     <- mean(rf_m,  na.rm = TRUE)  # E[Rf]

# Lợi suất TB thực tế theo tháng (lấy từ 4.2.2)
realized_mean <- desc_tbl %>% select(Var, Mean) %>% filter(Var %in% tickers)

capm_eval <- capm_res %>%
  mutate(Exp_CAPM = rf_used + beta * mkt_premium) %>%
  left_join(realized_mean, by = c("Ticker" = "Var")) %>%
  mutate(
    Signal = case_when(
      Mean > Exp_CAPM ~ "Undervalued (α > 0)",
      Mean < Exp_CAPM ~ "Overvalued (α < 0)",
      TRUE            ~ "Fair"
    ),
    Mean     = scales::percent(Mean,     0.01),
    Exp_CAPM = scales::percent(Exp_CAPM, 0.01)
  ) %>%
  select(Ticker, beta, alpha, R2, `Loi_suat_TB_thang` = Mean,
         `E_Ri_CAPM` = Exp_CAPM, Signal)

knitr::kable(
  capm_eval,
  col.names = c("Mã","Beta","Alpha","R²","Lợi suất TB (tháng)","E[Ri]_CAPM","Định giá"),
  caption = "Bảng 4.4. Lợi suất kỳ vọng theo CAPM & phân loại định giá"
)

```

```{r}
# Bảng sai lệch định giá theo tháng (≈ alpha)
library(dplyr); library(ggplot2); library(scales)

rf_used     <- mean(rf_m,  na.rm = TRUE)
mkt_premium <- mean(rets_m[[market_col]] - rf_m, na.rm = TRUE)

mis_df <- capm_res %>%
  select(Ticker, beta) %>%
  left_join(desc_tbl %>% filter(Var %in% tickers) %>%
              transmute(Ticker = Var, Mean), by = "Ticker") %>%
  mutate(E_CAPM = rf_used + beta*mkt_premium,
         Mispricing = Mean - E_CAPM) %>%
  arrange(desc(Mispricing))

ggplot(mis_df, aes(x = reorder(Ticker, Mispricing), y = Mispricing, fill = Mispricing > 0)) +
  geom_col() +
  coord_flip() +
  scale_y_continuous(labels = label_percent(accuracy = 0.01)) +
  scale_fill_manual(values = c("TRUE"="#2c7fb8","FALSE"="#de2d26"), guide = "none") +
  labs(title = "Sai lệch định giá theo CAPM (tháng)",
       subtitle = "Mispricing ≈ Ȓ - (Ȓf + β·MRP̄)  → dương: α>0",
       x = NULL, y = "Mispricing (≈ α)") +
  theme_minimal(base_size = 12)

```

```{r}
cs_df  <- mis_df[, c("Ticker","beta","Mean")]
ggplot(cs_df, aes(beta, Mean, label = Ticker)) +
  geom_point(size=3) +
  geom_smooth(method="lm", se=TRUE, color="grey30") +
  geom_text(vjust=-0.9, size=3) +
  scale_y_continuous(labels = label_percent(0.01)) +
  labs(title="SML thực nghiệm (cross-section)",
       x="Beta", y="Lợi suất TB tháng") +
  theme_minimal(base_size = 12)

```


