Financial market data analysis with pandas

Pandas is a great tool for time series analysis of financial market data. Because pandas DataFrames and Series work well with a date/time based index, they can be used effectively to analyze historical data. By financial market data, I mean data like historical price information on a publicly traded financial instrument. However, any sort of historical financial information can be analyzed.

Time series data will be available at different frequencies. Some financial instruments are liquid enough that we can view the price at almost any point in time. The price or some other feature changes almost constantly. The idea of an instrument being liquid means that there are willing buyers and sellers ready to trade with in normal trading times. They are willing to buy and sell enough of the instrument for your trading needs. For instruments that trade on an exchange, the prices that buyers and sellers are willing to pay or offer are available during the normal trading hours of that instrument.

Since a lot of financial data is available, much of it free, it makes a great playground to learn more about analyzing and working with time series data. We can learn a number of things about both public markets and pandas through this data. In this article I’m going to walk you through how to do some simple analysis. Along the way we might discover a few things about the stock market and pandas.

For this article, we will look at one common effect seen in financial markets: seasonality. Seasonality is a characteristic of time series data where a regular effect can be seen based on time. It may be the time of year, the time of month, time of day, or even minute of the hour. I’ll show you how to download some data (in this case daily stock data) and then use pandas and matplotlib to verify that the data looks reasonable. Then, we’ll investigate if there is monthly seasonality in the data. Along the way, I’ll walk through the code and offer some pointers to go learn more if you’re intersted.

In future articles, I’ll look at some other interesting effects seen in daily (one data point per day) and intraday (many data points per day) data.

Getting data

One of the biggest frustrations with dealing with market data is getting ahold of it in the first place. Financial data can be valuable, and so those who own it will typically charge for it. Data gets more valuable in mulitiple dimensions, such as breadth, time, and quality.

Breadth of data

In the breadth dimension, we have information about a financial instrument. Consider one such financial instrument, a company’s publicly traded common stock. We could access the price of that stock, but which price? For daily stock price data, this price is usually the closing price of the stock at 16:00 America/New_York. But we also might want to know the price of the stock at the opening of the stock market at 09:30 America/New_York.

And maybe we want to know the highest price for the day and the lowest price for the day. Finally, we might want to know how many shares traded during the course of the entire day (known as the volume). In this example of daily data, the breadth dimension contains 5 pieces of information: last trade price (or the close), first trade price (or the open), the highest trade price (high) and the lowest trade price (low), along with the total volume for the day.

The more detailed the data, the more costly it can be. Instead of just trade prices, we could get the bid and ask prices. These are the prices that someone is willing to pay for (bid) or sell (ask) a given instrument. Along with prices, we might want to know the quantity of shares that are asked for by buyers (bid size) or for offer by sellers (ask size). This data may be available at extremely granular levels (often called tick data) or it may be aggregated into summary data (often called bars).

When and how often do we get updates, and for how much of history?

Let’s consider the time dimension. We are dealing with daily data, but how many days of data can we get? The more historical data you can get, the more valuable it is for analyzing past trends and effects, so we want to go back in time as far as possible to look for information in the markets.

Now we also could change the time dimension by making it smaller. Instead of looking at data every day, we could look at it every hour, or ever 15 minutes, or every minute. We may even want to look at ever single update of data. It turns out that daily data is pretty easy to get, but data at a more granular level is harder to get for free.

In the time dimension, we also should consider the speed of data delivery. For this article, we are only looking at historical data, but for use cases where software or a person needs to react to the data, the sooner it arrives, the more valuable it is.

How good is the data?

Quality is also very important for financial data. If data is missing or inaccurate, it may yield incorrect results. Often, data analysis will ensure data is reasonable, but detecting all errors can be extremely difficult.

A good piece of data to look at

For now, let’s just get started by looking at some historical data for an exchange traded fund (ETF) with the ticker SPY. SPY is sort of special. SPY isn’t a stock of a company, but a special instrument that mirrors roughly the value of the entire S&P 500 Index. This index has stocks of around 500 of the largest US publicly traded companies in it, and it the index is updated regularly. Companies are included in the index if they are profitable (mostly) and roughly in the top 500 companies in market capitalization. The price of the ETF will move (roughly) up and down at the same rate as the combined stocks times their index weight during the course of a regular trading day. The main reason we’ll use it for now is because it is a good way to get (for free) a rough look at how the US stock market is doing for any day of the year. It also is highly liquid, so accurate prices are almost always available and many market participants are willing to buy and sell it at any time.

One data source

There are multiple ways to get historical price data, and I’ve written about a few of them before. For this article, I’ll use Alpha Vantage, a provider of financial market data. You can get a free API key to follow along on your own.

Note that I will not provide you with this data here (or anywhere else) since I don’t own it. In general, when you want to work with financial data you will need to find a company who is authorized to provide this information to you. The more historically complete, accurate, and precise the information is, the more you will expect to have to pay to be given the information to use. For this article, the data is fairly common, so you can access it for free.

Downloading historical data

I’ll get as much historical data for the SPY ETF as Alpha Vantage will allow. You can read the Alpha Vantage documentation to see other options, but for now, we’ll just query for their daily time series data.

import io

import pandas as pd
import requests

import matplotlib.pyplot as plt
API_KEY='demo' # replace with your API_KEY from Alpha Vantage

Data is available in CSV (Comma Separated Values) or JSON (JavaScript Object Notation) format from Alpha Vantage. Let’s look at CSV first. You fetch the results by making an HTTP call to their service endpoint. If we use the requests library as they suggest, the result is stored in the content variable as bytes. We can turn this into a string and inspect the first few rows to see what the data looks like.

# full history of daily data
function = "TIME_SERIES_DAILY_ADJUSTED" # daily data
outputsize = "full"                     # all of it
datatype = "csv"                        # CSV - comma separated values
url = f"{function}&symbol=SPY&outputsize=full&apikey={API_KEY}&datatype={datatype}"
res = requests.get(url)

# the CSV file content is all available in the reponse

Since the service returns the most recent data first, we’ll parse the csv using pandas and ensure we sort the index so earliest data is first in our DataFrame. We need to give the read_csv some hints to tell it to parse the first column as datetime data, and then to use that column as the index of the DataFrame.

Because the most recent row is the first element, we will also sort the DataFrame by its index, since we want data in chronological order.

Note I also use io.StringIO here because I already have the data all in memory. As you’ll see in a minute, we can do this all much faster exclusively in pandas if we want to.

Do you have questions about pandas indexes? You can learn all about them starting here.

spy_daily = pd.read_csv(io.StringIO(res.content.decode()),
                  open        high         low       close  adjusted_close  \
1999-11-01  136.500000  137.000000  135.562500  135.562500       90.318326   
1999-11-02  135.968704  137.250000  134.593704  134.593704       89.672867   
1999-11-03  136.000000  136.375000  135.125000  135.500000       90.276685   
1999-11-04  136.750000  137.359299  135.765594  136.531204       90.963724   
1999-11-05  138.625000  139.109299  136.781204  137.875000       91.859026   

             volume  dividend_amount  split_coefficient  
1999-11-01  4006500              0.0                1.0  
1999-11-02  6516900              0.0                1.0  
1999-11-03  7222300              0.0                1.0  
1999-11-04  7907500              0.0                1.0  
1999-11-05  7431500              0.0                1.0  

We can see that Alpha Vantage gives us data going all the way back to 1999, not bad! Having more than 20 years worth of data is helpful.

As I said earlier, we can do this all in one step in pandas (i.e, there’s no need to use the requests library or StringIO) by just passing the url into the read_csv call above, like this:

spy_daily = pd.read_csv(url, parse_dates=['timestamp'], index_col='timestamp').sort_index()
              open     high     low   close  adjusted_close     volume  \
2021-11-22  470.89  473.540  467.35  467.57          467.57   72761954   
2021-11-23  467.22  469.095  464.45  468.19          468.19   73206538   
2021-11-24  466.06  469.570  465.19  469.44          469.44   61858813   
2021-11-26  462.34  463.900  457.77  458.97          458.97  112669636   
2021-11-29  464.07  466.560  461.73  464.60          464.60   82666545   

            dividend_amount  split_coefficient  
2021-11-22              0.0                1.0  
2021-11-23              0.0                1.0  
2021-11-24              0.0                1.0  
2021-11-26              0.0                1.0  
2021-11-29              0.0                1.0  
open                 float64
high                 float64
low                  float64
close                float64
adjusted_close       float64
volume                 int64
dividend_amount      float64
split_coefficient    float64
dtype: object

Pandas took care of noticing that the first argument was a url, fetched the results, and then turned the data into a DataFrame. It even converted the data to valid types.

What about JSON?

Since the data is also available in JSON format, let’s use this opportunity to look at how you could read JSON data into a DataFrame as well.

datatype = "json"   # everything else the same, but let's get JSON instead
url = f"{function}&symbol=SPY&outputsize=full&apikey={API_KEY}&datatype={datatype}"

res = requests.get(url)

The returned data is a bit different than the csv format. It’s a JSON object with two members. The first is some metadata that we didn’t get in the csv format above. Note that the data timestamps are US/Eastern, where the US based stock exchanges reside.

dict_keys(['Meta Data', 'Time Series (Daily)'])
res.json()['Meta Data']
{'1. Information': 'Daily Time Series with Splits and Dividend Events',
 '2. Symbol': 'SPY',
 '3. Last Refreshed': '2021-11-29',
 '4. Output Size': 'Full size',
 '5. Time Zone': 'US/Eastern'}
res.json()['Time Series (Daily)']['2021-11-22']
{'1. open': '470.89',
 '2. high': '473.54',
 '3. low': '467.35',
 '4. close': '467.57',
 '5. adjusted close': '467.57',
 '6. volume': '72761954',
 '7. dividend amount': '0.0000',
 '8. split coefficient': '1.0'}

Since each element in the time series is a single day, the values are oriented by the time series index of the DataFrame. We can use the pandas DataFrame.from_dict method to create a valid DataFrame from these values. You need to make sure you orient the data as index. The default option is columns, which assumes that each object is an entire column of data. What we are getting instead is one object for each row, and the key is the index, in our case the date.

spy_daily = pd.DataFrame.from_dict(res.json()['Time Series (Daily)'], orient='index')
           1. open  2. high  3. low 4. close 5. adjusted close  6. volume  \
2021-11-29  464.07   466.56  461.73    464.6             464.6   82666545   
2021-11-26  462.34    463.9  457.77   458.97            458.97  112669636   
2021-11-24  466.06   469.57  465.19   469.44            469.44   61858813   
2021-11-23  467.22  469.095  464.45   468.19            468.19   73206538   
2021-11-22  470.89   473.54  467.35   467.57            467.57   72761954   

           7. dividend amount 8. split coefficient  
2021-11-29             0.0000                  1.0  
2021-11-26             0.0000                  1.0  
2021-11-24             0.0000                  1.0  
2021-11-23             0.0000                  1.0  
2021-11-22             0.0000                  1.0  
Index(['2021-11-29', '2021-11-26', '2021-11-24', '2021-11-23', '2021-11-22',
       '2021-11-19', '2021-11-18', '2021-11-17', '2021-11-16', '2021-11-15',
       '1999-11-12', '1999-11-11', '1999-11-10', '1999-11-09', '1999-11-08',
       '1999-11-05', '1999-11-04', '1999-11-03', '1999-11-02', '1999-11-01'],
      dtype='object', length=5556)

We aren’t done though. First, the index hasn’t been parsed as a date yet, notice that its dtype is object. We can fix this pretty easily though. We have several options for converting types in pandas, I’ll use to_datetime for this one.

spy_daily = spy_daily.set_index(pd.to_datetime(spy_daily.index)).sort_index()

The second thing we’ll want to clean up is the column names. You can use the rename method to do this, we just supply a function that takes the old column name and returns a new one. If we split the old name on spaces, remove the first token, and join the remaining tokens with an underscore, we can create the same columns we had with the csv format.

def convert_name(name):
    tokens = name.split()
    return "_".join(tokens[1:])

convert_name("1. open") # see how this works?
# normally, I'd do this in one go like this: spy_daily.rename(columns=lambda c: "_".join(c.split()[1:]))
spy_daily = spy_daily.rename(columns=convert_name) 
                  open        high         low       close adjusted_close  \
1999-11-01       136.5       137.0    135.5625    135.5625  90.3183258389   
1999-11-02  135.968704      137.25  134.593704  134.593704  89.6728668602   
1999-11-03       136.0     136.375     135.125       135.5  90.2766853014   
1999-11-04      136.75  137.359299  135.765594  136.531204  90.9637235227   
1999-11-05     138.625  139.109299  136.781204     137.875  91.8590257264   

             volume dividend_amount split_coefficient  
1999-11-01  4006500          0.0000               1.0  
1999-11-02  6516900          0.0000               1.0  
1999-11-03  7222300          0.0000               1.0  
1999-11-04  7907500          0.0000               1.0  
1999-11-05  7431500          0.0000               1.0  

Finally, you see that the JSON data was in a string format. Take a closer look at the data. If you started working with the DataFrame you’d soon notice it wasn’t behaving properly.

open                 object
high                 object
low                  object
close                object
adjusted_close       object
volume               object
dividend_amount      object
split_coefficient    object
dtype: object

If we don’t convert these values to numeric types, we’ll have issues. In some cases, you’ll get an answer (that will be wrong) or maybe just an error. For example:


That is a string, and is definitely not the maximum price of SPY. We’ll need to convert it to a numeric value. Again, you can read more about type conversions in pandas in this article, but one simple way to do this is to use to_numeric on each column.

for c in spy_daily.columns:
    spy_daily[c] = pd.to_numeric(spy_daily[c])

open                 float64
high                 float64
low                  float64
close                float64
adjusted_close       float64
volume                 int64
dividend_amount      float64
split_coefficient    float64
dtype: object

When can we use the data?

That looks like a lot of extra work compared to just using the csv format, but I chose to do this both ways so you can see it’s possible to deal with different data source formats with just a little bit of effort. Note that pandas also has a read_json method which can be used for DataFrame creation from JSON sources, but since this data has the actual data buried deeper in the object, it made more sense to use the method above. As is always the case with pandas, there’s more than one way to do it! Maybe you can find an even better way to do it.

Initial validation

Often one of the best ways to quickly validate price data is to just look at it. Using DataFrame.plot is a great way to do this quickly.

spy_daily[['open', 'high', 'low', 'close']].plot()
plot of high, low, open, close of SPY
SPY plot of high, low, open, close for full dataset

First of all, we can see our data goes back to 2020, that it is continuous, and looks reasonably like the price of SPY based on what we’ve seen before. I plotted all 4 prices (the open, high, low, and close) to make sure there weren’t any 0’s in the data or wildly inaccurate prices. There are also no obvious gaps in data, so that’s a good sign.

If data were missing, you’d see a straight line between two dates (as long as the gap was large enough). If there were wild values, like 0 or infinity, you’d definitely notice that on the plot.

We could create entire books on data validation, so for now we’ll move on to understanding the data a bit more.

Bars, or candles

With the plot above, you can see it’s hard to tell the difference between the four lines. Even for just a few days, it’s not entirely clear to read when all four lines are displayed.

spy_daily[-20:][['high', 'low', 'open', 'close']].plot()
subset of data for SPY

We can display the data in a more useful way, usually called a bar, or a candle. In my professional experience, I’ve always called rolled up time periods of price data a bar, but they are also often called candles because of how they look when plotted. We can do this easily using matplotlib bar charts.

Each bar is colored green if the price went up during the day, red if it went down. The “candlestick” part of the bar is bounded by the open and close price. The “wick” part of the candle is bounded by the high and low price. From this one plot, you can see quickly what happened each day – i.e. did the price move a lot during the day? Did it have a wide range but little move between the open and close? Did the price move up, or down?

def plot_bars(bars, show_lines=False):

    # pick the up (or green) bars
    up = bars.loc[bars['close'] >= bars['open']]
    # pick the down (or red) bars
    down = bars.loc[bars['close'] < bars['open']]

    # both up and down periods will have a thin bar between
    # the high and low, the "wick" of the candle, up.high - up.low, bottom=up.low, color="green", width=0.05), down.high - down.low, bottom=down.low, color="red", width=0.05)

    # then, we plot the thicker candle part., up.close -,, color="green", width=0.25), - down.close, bottom=down.close, color="red", width=0.25)

    plt.title(f'Price of SPY from {bars.index[0]:%Y-%m-%d} to {bars.index[-1]:%Y-%m-%d}')

    if show_lines:
        plt.plot(bars['high'], color='green', alpha=0.25, label='high')
        plt.plot(bars['low'], color='red', alpha=0.25, label='low')
        plt.plot(bars['open'], color='black', ls=':', alpha=0.25, label='open')
        plt.plot(bars['close'], color='black', ls='--', alpha=0.25, label='close')

Bar plot of SPY

Now isn’t that better? It takes a little practice to read quickly, but is much more informative at a glance. If you show the high/low/open/close as lines, you can see how they correspond to the points on the candle (and how much clearer the bars are than the lines).

plot_bars(spy_daily.iloc[-20:], show_lines=True)
Bar plot of SPY with high, low, open, close

Just to be clear, if the close price is higher than the open, the bar will be green. If the close is lower than the open, it will be red. And the thinner part of the bar shows you the high and low prices for the day.

Now we have more than 20 years worth of SPY prices to look at, and each trading day has a single bar, just like the values above. As an exercise, you could look plot more data as bars.


To keep things simple, we will only look at the idea of seasonality in this article, and we will only use the end of day price, the close. For now, we’ll also ignore dividends and leap years.

First, let’s talk about what seasonality is. The idea behind seasonality is that there is some sort of regular seasonal pattern than impacts stock prices. If there is a seasonality effect, we’d assume we could get a feel for that by looking at average returns for all the years and see if returns tend to look different at different parts of the year.


The first thing we need to do is get returns for SPY. We do this because comparing prices across years doesn’t make sense. We want to see the percentage moves in SPY instead, not the difference in prices. There are multiple ways to calculate returns, but an easy way to calculate percent returns in pandas is to use pct_change.

spy_daily['daily_return'] = spy_daily['close'].pct_change()
                  open        high         low       close  adjusted_close  \
1999-11-01  136.500000  137.000000  135.562500  135.562500       90.318326   
1999-11-02  135.968704  137.250000  134.593704  134.593704       89.672867   
1999-11-03  136.000000  136.375000  135.125000  135.500000       90.276685   
1999-11-04  136.750000  137.359299  135.765594  136.531204       90.963724   
1999-11-05  138.625000  139.109299  136.781204  137.875000       91.859026   

             volume  dividend_amount  split_coefficient  daily_return  
1999-11-01  4006500              0.0                1.0           NaN  
1999-11-02  6516900              0.0                1.0     -0.007146  
1999-11-03  7222300              0.0                1.0      0.006734  
1999-11-04  7907500              0.0                1.0      0.007610  
1999-11-05  7431500              0.0                1.0      0.009842  

You can see that the daily_return column has the percentage increase or decrease in price for each day. We can use the cumsum method to see what the total returns look like over time.

SPY returns

Now that we have simple percent returns, we see that the chart starts at 0, then moves up to 150+% return. This mimics the price plot above, but we can now lay our years on top of each other. One way to do this is to just look at average return for each day of the year.

How would we go about doing this? First, we can get the day of the year from the dates in our index.

Int64Index([305, 306, 307, 308, 309, 312, 313, 314, 315, 316,
            319, 320, 321, 322, 323, 326, 327, 328, 330, 333],
           dtype='int64', length=5556)

The next step is to group our returns so day 1 of each year is together, day 2 of each year, and so on. This is what the DataFrame.groupby method does. It makes a group for each value passed into the function, and can apply aggregate functions to that group. We can get the mean daily return for that day of the year in our entire dataset by using mean and looking only at daily_return.

2      0.006570
3      0.004355
4     -0.002164
5     -0.001901
6      0.000482
362   -0.000548
363    0.001660
364   -0.002844
365   -0.000749
366    0.008551
Name: daily_return, Length: 365, dtype: float64

This just gives us a single series with each day of the year containing the mean. Note that the data starts at day 2 because stock markets are closed every New Years Day. It has 366 days because of leap years (which I said I’d ignore earlier). Now we can plot the cumulative sum of the mean daily returns, and see what the averages look like.

Daily mean returns cumsum

Hmmm, that looks interesting. There seems to be poor returns in the beginning of the year, great returns in the spring, a bad dip in the fall, and a great end of the year.

Another interesting way to look at the data is to look at the monthly mean returns. We can do this easily with groupby again, but using a bar chart makes more sense.

Monthly mean returns

Here it looks like September is a horrible month to be in the stock market, and April is great.

Now stock returns can have very big outliers, and those will definitely influence the results, so using the mean may not be the best idea. These outliers are also very hard (impossible?) to predict, most investors will not be unable to avoid the bad outliers and participate in the good ones. It might make more sense to see what the median returns look like.

Monthly median SPY returns

From the median returns, we can see that every month has positive median returns, except for September. It does look like maybe there is a bit of a seasonal effect, but not as clearly as when looking at the means.

What does this mean?

Now we will not jump to any conclusions from this quick analysis, but seasonality of stock returns is commonly discussed, with some saying that you should sell your stocks in May and wait until October to get back into the market. We can even see the idea that returns in May, June and September are not as strong as the rest of the year. But this is just on average, and there are still positive returns in the middle of the year (with July and August pretty high). If you sold your stocks and rebought them in October, you’d lose all those returns, plus you’d have to pay transaction costs to move in and out of the market.

Maybe we could look at each year’s data and see if any years tend to stick out, so we can understand what the outliers might have been for those years? We can do this by iterating through the years, grabbing just the part of our DataFrame for that year using a boolean expression, and plotting the returns for that year. You can read more about boolean indexing here.

for year in spy_daily.index.year.unique():
    sub = spy_daily.loc[spy_daily.index.year == year]
    plt.plot(sub.index.day_of_year, sub['daily_return'].cumsum())
annual returns of SPY

What sticks out to me are the years with very big drawdowns. There’s fewer big spikes up. (This fits the old adage about stocks, it’s an escalator up, but an elevator down). Let’s find out which ones those are. If we make a simple function to find the value of lowest cumulative returns for a given year, we can see what the years are with those low points on the plot above.

def min_return(rets):
    # get the index of the minimum value, and the value itself
    return rets.loc[rets.idxmin()], rets.idxmin()

for year in spy_daily.index.year.unique():
    sub = spy_daily.loc[spy_daily.index.year == year]
    minimum, dt = min_return(sub['daily_return'].cumsum())
    print(f"{year} {minimum * 100:6.2f}% on {dt:%Y-%m-%d}")
1999  -0.71% on 1999-11-02
2000 -12.35% on 2000-12-20
2001 -28.00% on 2001-09-21
2002 -35.37% on 2002-10-09
2003  -8.74% on 2003-03-11
2004  -3.64% on 2004-08-06
2005  -5.85% on 2005-04-20
2006  -1.32% on 2006-06-13
2007  -2.93% on 2007-03-05
2008 -59.01% on 2008-11-20
2009 -26.86% on 2009-03-09
2010  -7.63% on 2010-07-02
2011 -11.63% on 2011-10-03
2012   1.59% on 2012-01-03
2013   2.22% on 2013-01-08
2014  -5.77% on 2014-02-03
2015  -8.72% on 2015-08-25
2016 -10.61% on 2016-02-11
2017   0.77% on 2017-01-03
2018 -11.66% on 2018-12-24
2019  -2.28% on 2019-01-03
2020 -33.64% on 2020-03-23
2021  -1.36% on 2021-01-04

OK, we can see that 2001 and 2002 (tech bubble), and 2008, 2009 (great financial crisis), and 2020 (Covid) all stick out here. Let’s just see what those look like on their own.

for year in [2020, 2001, 2002, 2008, 2009]:
    sub = spy_daily[f"{year}":f"{year}"]
    plt.plot(sub.index.day_of_year, sub['daily_return'].cumsum(), label=year)
spy annual returns for select years

So we could remove the big outlier years of 2008, 2009, and 2020 from our earlier results just to see what the “normal” seasonality is, especially in the beginning and end of the calendar year. Note that this is not a good idea to do when building trading models, but right now we’re just trying to explore and understand the data. I do this in pandas by using another boolean expression, but use the inverse operator ~ and isin to deselect all values from those years.

spy_daily_red = spy_daily.loc[~spy_daily.index.year.isin([2001, 2002, 2008, 2019, 2020])]
spy mean returns select years removed

Now this a bit more smooth. Notice that the returns just sort of move up and to the right, without any longer trends up or down? With this information, the idea that there’s persistent multi month seasonality doesn’t seem to hold up as well as before.

What about looking at the monthly results with this reduced data set?

spy monthly returns select years removed

The interesting thing here is that September and June are still not a profitable on average, even with the worst years removed.

What could we go from here?

We are not going to draw definitive conclusions from this brief exploration to inform decisions about investing or trading, but this initial investigation could send things in some interesting directions. Maybe some questions came up for you when reading this and you want think about other information you could explore.

More data

If you can get more historical data, that would be valuable. In our free data set, we are only able to go back 20 years, but with more historical data we might be able to see more consistent months that display seasonality. Maybe the effect used to be stronger in the past and we could compare different decades. While we can do some of this with our current data, we would be more confident with more data.

Another option is to get more granular data, maybe on 1 minute or 1 hour increments. This would allow us to look at intraday seasonality, are there times of day when the market tends to move up more than others? Or with our current data, maybe seasonality is visible on a monthly basis? Many monthly events influence the market, including releases of important data or paychecks deposited in bank accounts at the beginning and end of the month. On an annual basis, the payment of taxes and distribution of tax refunds can influence the market. In future articles, I’ll look at some of these ideas.

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2 thoughts on “Financial market data analysis with pandas”

  1. Hi, when plotting bar graph with datetime as index the bars on the plot are not spread evenly although the index is equal time interval. It can be seen in the chart in the example on the site too. when I’m using the index as string or int the bars situated in even spaces. PS you have really great posts thank you.

    1. Hi Uri,

      Thanks for reading. I’m not sure I understand what the issue is you’re seeing. I suspect what you are asking about is gaps in data around weekends on the plot for the bars? This can be a common problem, and there’s a few ways to solve it. Perhaps a good idea for another article if that’s what you’re asking about.

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