Diffusion Index and graph in via a ggplot

The Diffusion Index created for the US Economy is by using three economic variables of the United States Economy they are • Unemployment Rate (UNRATE) • Average Hourly Earnings of All Employees (CES0500000003) • Consumer Price Index for All Urban Consumers (CPIAUCSL)

The data is then trimmed down for the period 2010 to 2024 in monthly frequency so that it can be interpreted clearly

The first differences were calculated for each series to measure the changes over time. The differences were then converted into up (1), down (-1), or no change (0). This transformation helps in identifying trends and calculating the Diffusion Index.

The Diffusion Index was calculated using the formula: Diffusion Index=(Positives/Total−Negatives/Total) The result was a time series of monthly Diffusion Index values ranging from -1 to 1, which we scaled to -100 to 100 for better interpretability.

The graph shows several cycles of economic performance.

For instance, there are periods where the index remains positive for an extended time, indicating sustained economic growth.

Conversely, extended periods below zero suggest prolonged economic downturns.

Large spikes or drops in the index could correspond to significant economic events or policy changes.

2010-2012: The period following the 2008 financial crisis, likely showing recovery.

2013-2015: Periods of stable economic growth.

2020: A significant drop, possibly related to the COVID-19 pandemic.

2021-2023: Economic recovery post-pandemic.

Diffusion Index and graph in via a ggplot with a built in smoother or you create the smoother.

The Smoother signifies for the period

2010-2012: This period shows a recovery phase from the 2008 financial crisis, with values increasing and staying positive.

2013-2015: Relative stability, with smaller fluctuations around the zero line, indicating steady economic conditions.

2020: A sharp decline, likely corresponding to the economic impact of the COVID-19 pandemic.

2021-2023: A recovery phase, with the index moving back to positive values.

Here the Orange Smoother Line Helps to visualize the overall trend by averaging out short-term volatility.

And the Gray Shaded Area Indicates the confidence interval, showing the range within which the true trend likely falls. A narrower band suggests higher confidence in the trend estimate.

Chicago Fed National Activity Index: Diffusion Index (CFNAIDIFF)

Then I got the data for Chicago Fed National Activity Index: Diffusion Index for the same period (2010 - 2024) as my US Economic Diffusion Index and then I added a smoother to it. It can easily be interpreted by stating that Between 2010 and 2015, the index generally trends downwards, suggesting periods of weaker economic activity. From 2015 to 2020, the index shows more volatility but with a slight upward trend, indicating moderate economic improvement. Around 2020, there’s a notable peak, followed by a significant decline post-2020, reflecting the impact of the COVID-19 pandemic.

Here are the both Diffusion Index plots with their smoothers

(i) calculating the correlation coefficient

            unemp       avghr         cpi      cfnaid
unemp   1.0000000 -0.59759267 -0.62428677  0.19477706
avghr  -0.5975927  1.00000000  0.98786874 -0.04384157
cpi    -0.6242868  0.98786874  1.00000000 -0.07225501
cfnaid  0.1947771 -0.04384157 -0.07225501  1.00000000

The correlations between my economic indicators and Chicago Fed National Activity Index: Diffusion Index are generally weak. This implies that while there are some minor relationships, other variables likely play a more substantial role in influencing the Chicago Fed National Activity Index: Diffusion Index.

Specifically:

The unemployment rate has a slightly positive(0.19477706) but weak correlation with CFNAIDIFF.

Average hourly earnings(-0.04384157) and CPI(-0.07225501) have negligible impacts on CFNAIDIFF.

Here is a heat map to visually represent the relationship between my economic factors and the Chicago Fed National Activity Index: Diffusion Index.

(ii) a ggplot of the two series side by side.

In this graph I am comparing two key economic indicators: the US Economy Diffusion Index that I created and the Chicago Fed National Activity Diffusion Index (CFNAIDIFF) from 2010 to 2024. Both indices measure changes in economic conditions over time.

The US Economy Diffusion Index is represented by the blue line it shows frequent and sharp fluctuations. This indicates a highly volatile economic environment where conditions can change rapidly. In contrast, the CFNAIDIFF, shown by the orange line it has smoother and less extreme variations, suggesting a more stable pattern of economic activity.

From 2010 to 2015, the US Economy Diffusion Index reflects more pronounced ups and downs, suggesting more rapid changes in the economy. Meanwhile, the CFNAIDIFF maintains a more consistent, gradual trend. Around 2020, there is a noticeable peak in the CFNAIDIFF followed by a decline, likely reflecting the economic impact of the COVID-19 pandemic. The blue line also shows significant activity around this period, indicating substantial economic shifts. After the 2020 period the graph shows ups and downs for both the indicators but the US Economic Diffusion mostly stays in the positive region with only a single decline to a negative region. But for the Chicago Fed National Activity Diffusion Index (CFNAIDIFF) it frequenty dips to the negative region and shows a declining trend which contradicts with my US Economic Diffusion Index which shows some positive growth towards the end.

Conclusion:

Overall, this comparison highlights the differences in volatility and stability between the two indices. While the US Economy Diffusion Index points to more immediate and dramatic economic changes, the Chicago Fed National Activity Diffusion Index (CFNAIDIFF) provides a steadier perspective on economic trends. This analysis can help us understand the nuances in how different economic indicators reflect the overall health and activity of the economy.

Refrences:

https://fred.stlouisfed.org/ (data source) • Unemployment Rate (UNRATE) • Average Hourly Earnings of All Employees (CES0500000003) • Consumer Price Index for All Urban Consumers (CPIAUCSL) • Chicago Fed National Activity Index: Diffusion Index (CFNAIDIFF)

https://www.bridgelegaleconomics.com/resources/blog (Inspiration)

https://arods-docs.site44.com/CTScorecard.html (Template for the comparition plot)

---
title: "Fall24
Final_Diffusion Confusion
Econ-6635-07
Mohammed Faisal Ahmed"
output: html_notebook

---

```{r message=FALSE, warning=FALSE, include=FALSE}
suppressWarnings({
  suppressPackageStartupMessages({
library(markovchain)
library(tidyverse)
library(quantmod)
library(tsbox)
library(vars)
library(tidyverse)
library(pdfetch)
library(lubridate)  
library(ggplot2)
library(forecast)
library(tsbox)
library(tsibble)
library(timetk)
library(TSstudio)
library(rio)
library(readxl)
library(tidyr)
library(stringr)
library(dygraphs)
library(quantmod) 
library(ggthemes)
library(gridExtra)
library(corrplot)})
})

getSymbols(c("UNRATE", "CES0500000003", "CPIAUCSL", "CFNAIDIFF"), 
                     freq = "monthly", 
                     src = "FRED", return.class = 'xts',
                     index.class  = 'Date',
                     from = "2010-01-01",
                     to = Sys.Date(),
                     periodicity = "monthly")

```

## Diffusion Index and graph in via a ggplot 

```{r message=FALSE, warning=FALSE, include=FALSE}
# Diffusion Index and graph in via a ggplot 

              ts_info(UNRATE)
              ts_info(CES0500000003)
              ts_info(CPIAUCSL)
unemp = UNRATE
avghr = CES0500000003
cpi = CPIAUCSL

              ts_info(unemp)
              ts_info(avghr)
              ts_info(cpi)        
        
              #covert to ts
        unemp <- unemp["2010-01-01/2024-10-01"] |> ts_ts() 
        avghr <- avghr["2010-01-01/2024-10-01"] |> ts_ts() 
        cpi <- cpi["2010-01-01/2024-10-01"] |> ts_ts() 
        #
            
            #assemble it
            mydata = cbind.data.frame(unemp,avghr,cpi)
            head(mydata,3)
            

                  #' Obtain first differences
                  mydf = mydata %>% 
                    mutate(unempD1 = tsibble::difference(unemp, differences = 1),
                           avghrD1 = tsibble::difference(avghr, differences = 1),
                          cpiD1 = tsibble::difference(cpi, differences = 1)) %>% 
                    dplyr::select(c(unempD1, avghrD1, cpiD1)) |> na.omit()

                  colSums(is.na(mydf))

                # Convert to either up or down
                head(mydf,3)
                mydf_df = ifelse(mydf > 0, 1, -1 )
                mydf_df
                    table(mydf_df)
                    
      #convert to up,down, or no change
      mydf_mat = apply(mydf, 2, sign) 
          table(mydf_mat)
      mydf_mat
      

            pos = apply(mydf_mat, 1,  function(row) sum(row>0) ) # counts the positive
            neg = apply(mydf_mat, 1,  function(row) sum(row<0) ) # counts the negatives
            
                #pos = apply(mydf, 1,  function(row) sum(row>0) ) # counts the positive
                #neg = apply(mydf, 1,  function(row) sum(row<0) ) # counts the negatives
            
            tot = pos + neg
            (index = (pos/tot - neg/tot))
                table(index)
                str(index)
                
Date = seq.Date(from = as.Date("2010-05-1"), length.out = 177, by = "month")
            length(Date)
            
                index_df <- data.frame(index = index, time = Date) 

                cbind(mydf_mat, pos, neg, tot, index)

ma_index = zoo::rollmean(index, 7, align = "right")
    length(index)
```
The Diffusion Index created for the US Economy is by using three economic 
variables of the United States Economy they are
•	Unemployment Rate (UNRATE)
•	Average Hourly Earnings of All Employees (CES0500000003)
•	Consumer Price Index for All Urban Consumers (CPIAUCSL)

The data is then trimmed down for the period 2010 to 2024 in monthly frequency 
so that it can be interpreted clearly

The first differences were calculated for each series to measure the changes over 
time. The differences were then converted into up (1), down (-1), or 
no change (0). This transformation helps in identifying trends and calculating 
the Diffusion Index.

The Diffusion Index was calculated using the formula:
Diffusion Index=(Positives/Total−Negatives/Total)
The result was a time series of monthly Diffusion Index values ranging from 
-1 to 1, which we scaled to -100 to 100 for better interpretability.


```{r echo=FALSE, message=FALSE, warning=FALSE}

ggplot(index_df, aes(x = time, y=index) ) + 
                  geom_line(color = "darkblue") +    
                  geom_hline(yintercept = 0, color = "darkred") + 
                  labs(title = "US Economy Diffusion Index", x = "Observation", y = "Index Value") + 
                  theme_minimal()
```

The graph shows several cycles of economic performance.

For instance, there are periods where the index remains positive for an extended 
time, indicating sustained economic growth.

Conversely, extended periods below zero suggest prolonged economic downturns.

Large spikes or drops in the index could correspond to significant economic 
events or policy changes.

2010-2012: The period following the 2008 financial crisis, likely showing 
recovery.

2013-2015: Periods of stable economic growth.

2020: A significant drop, possibly related to the COVID-19 pandemic.

2021-2023: Economic recovery post-pandemic.

## Diffusion Index and graph in via a ggplot with a built in smoother or you create the smoother.

```{r echo=FALSE, message=FALSE, warning=FALSE}
#Diffusion Index and graph in via a ggplot with a built in smoother or you create the smoother.

g1 = ggplot(index_df, aes(x = time, y = index)) +
          geom_line(color = "darkblue")+
          geom_hline(yintercept = 0, color = "darkred")+
          geom_smooth(colour = "darkgreen") +
          labs( title = "US Economy Diffusion Index with Smoother") +
          xlab("Months") +
          ylab("Change")+
          theme(axis.line.x = element_line(size= 0.75, colour = "black"), 
                axis.line.y = element_line(size= 0.75, colour = "black"), 
                legend.position = "bottom", 
                legend.direction = "horizontal", element_blank()) +
          theme_tufte()

g1
```

The Smoother signifies for the period 

2010-2012: This period shows a recovery phase from the 2008 financial crisis, 
with values increasing and staying positive.

2013-2015: Relative stability, with smaller fluctuations around the zero line, 
indicating steady economic conditions.

2020: A sharp decline, likely corresponding to the economic impact of the 
COVID-19 pandemic.

2021-2023: A recovery phase, with the index moving back to positive values.

Here the Orange Smoother Line Helps to visualize the overall trend by averaging 
out short-term volatility.

And the Gray Shaded Area Indicates the confidence interval, showing the range 
within which the true trend likely falls. A narrower band suggests higher 
confidence in the trend estimate.

## Chicago Fed National Activity Index: Diffusion Index (CFNAIDIFF)

```{r message=FALSE, warning=FALSE, include=FALSE}
cfnaid = CFNAIDIFF

ts_info(CFNAIDIFF)

#convert to ts
cfnaid <- cfnaid["2010-01-01/2024-10-01"] |> ts_ts()

length(cfnaid)

# Convert cfnaid to a data frame 
cfnaid_df <- data.frame(Date = Date, cfnaid = as.numeric(cfnaid[-c(1)]))
```


```{r echo=FALSE, message=FALSE, warning=FALSE}
g2 = ggplot(cfnaid_df, aes(x = Date, y = cfnaid)) +
          geom_line(color = "orangered")+
          geom_hline(yintercept = 0, color = "darkred") +
          geom_smooth(colour = "darkblue") +
          labs( title = "Chicago Fed National Activity Index: Diffusion Index with smoother") +
          xlab("Months") +
          ylab("Change")+
          theme(axis.line.x = element_line(size= 0.75, colour = "black"), 
                axis.line.y = element_line(size= 0.75, colour = "black"), 
                legend.position = "bottom", 
                legend.direction = "horizontal", element_blank()) +
          theme_tufte()

g2
```

Then I got the data for Chicago Fed National Activity Index: Diffusion Index for
the same period (2010 - 2024) as my US Economic Diffusion Index and then I added
a smoother to it. It can easily be interpreted by stating that Between 2010 and 
2015, the index generally trends downwards, suggesting periods of weaker 
economic activity. From 2015 to 2020, the index shows more volatility but with a 
slight upward trend, indicating moderate economic improvement. Around 2020, 
there's a notable peak, followed by a significant decline post-2020, reflecting 
the impact of the COVID-19 pandemic.

#

#

## Here are the both Diffusion Index plots with their smoothers

```{r echo=FALSE, message=FALSE, warning=FALSE}
grid.arrange(g1, g2, nrow = 2)
```



## (i) calculating the correlation coefficient

```{r echo=FALSE, message=FALSE, warning=FALSE}
correlation_df = cbind.data.frame(mydata,cfnaid)

correlation_coefficient = cor(correlation_df)
```


```{r echo=FALSE, message=FALSE, warning=FALSE}
correlation_coefficient
```

The correlations between my economic indicators and Chicago Fed National Activity 
Index: Diffusion Index are generally weak. This implies that while there are 
some minor relationships, other variables likely play a more substantial role in 
influencing the Chicago Fed National Activity Index: Diffusion Index. 

Specifically:

The unemployment rate has a slightly positive(0.19477706) but weak correlation 
with CFNAIDIFF.

Average hourly earnings(-0.04384157) and CPI(-0.07225501) have negligible 
impacts on CFNAIDIFF.

```{r echo=FALSE, message=FALSE, warning=FALSE}
corrplot(correlation_coefficient, method = "color")
```

Here is a heat map to visually represent the relationship between my economic 
factors and the Chicago Fed National Activity Index: Diffusion Index.

#

#

## (ii) a ggplot of the two series side by side.

```{r message=FALSE, warning=FALSE, include=FALSE}
combined_data <- data.frame(Date = Date, 
                            `US Economy Diffusion Index` = index, 
                            `Chicago Fed National Activity Diffusion Index` = cfnaid[-1]) 

```


```{r echo=FALSE, message=FALSE, warning=FALSE}
ggplot(combined_data) + 
  geom_line(aes(x = Date, y = US.Economy.Diffusion.Index, 
                color = "US Economy Diffusion Index")) + 
  geom_line(aes(x = Date, y = Chicago.Fed.National.Activity.Diffusion.Index, 
                color = "Chicago Fed National Activity Diffusion Index")) + 
  geom_hline(yintercept = 0, color = "darkred") + 
  labs(title = "Comparison of US Economy Diffusion Index and Chicago Fed National Activity Diffusion Index", 
       x = "Months", y = "Change", color =  "Index Type") + 
  scale_color_manual(values = c("US Economy Diffusion Index" = "darkblue", 
                                "Chicago Fed National Activity Diffusion Index" = "orangered")) + 
  theme(axis.line.x = element_line(size = 0.75, colour = "black"), 
        axis.line.y = element_line(size = 0.75, colour = "black")) +
  theme_tufte()+
  theme(legend.position = "top", 
        plot.title = element_text(size = 12))



        
```

In this graph I am comparing two key economic indicators: the US Economy 
Diffusion Index that I created and the Chicago Fed National Activity Diffusion 
Index (CFNAIDIFF) from 2010 to 2024. Both indices measure changes in economic 
conditions over time.

The US Economy Diffusion Index is represented by the blue line it shows frequent 
and sharp fluctuations. This indicates a highly volatile economic environment 
where conditions can change rapidly. In contrast, the CFNAIDIFF, shown by the 
orange line it has smoother and less extreme variations, suggesting a more 
stable pattern of economic activity.

From 2010 to 2015, the US Economy Diffusion Index reflects more pronounced ups 
and downs, suggesting more rapid changes in the economy. Meanwhile, the 
CFNAIDIFF maintains a more consistent, gradual trend. Around 2020, there is a 
noticeable peak in the CFNAIDIFF followed by a decline, likely reflecting the 
economic impact of the COVID-19 pandemic. The blue line also shows significant 
activity around this period, indicating substantial economic shifts. After 
the 2020 period the graph shows ups and downs for both the indicators but the US
Economic Diffusion mostly stays in the positive region with only a single 
decline to a negative region. But for the Chicago Fed National Activity Diffusion 
Index (CFNAIDIFF) it frequenty dips to the negative region and shows a declining 
trend which contradicts with my US Economic Diffusion Index which shows some 
positive growth towards the end.


## Conclusion:
Overall, this comparison highlights the differences in volatility and stability 
between the two indices. While the US Economy Diffusion Index points to more 
immediate and dramatic economic changes, the Chicago Fed National Activity 
Diffusion Index (CFNAIDIFF) provides a steadier perspective on economic trends. 
This analysis can help us understand the nuances in how different economic indicators 
reflect the overall health and activity of the economy.

## Refrences:

https://fred.stlouisfed.org/ (data source)
•	Unemployment Rate (UNRATE)
•	Average Hourly Earnings of All Employees (CES0500000003)
•	Consumer Price Index for All Urban Consumers (CPIAUCSL)
•	Chicago Fed National Activity Index: Diffusion Index (CFNAIDIFF)

https://www.bridgelegaleconomics.com/resources/blog (Inspiration)

https://arods-docs.site44.com/CTScorecard.html (Template for the comparition plot)









