R Tutorial: Sampling frequency

DataCamp · Beginner ·🛠️ AI Tools & Apps ·6y ago

Key Takeaways

This video tutorial covers time series analysis in R, specifically focusing on sampling frequency, using functions such as start, end, frequency, and delta.t to analyze and understand time series data.

Full Transcript

some time series data is exactly evenly spaced for example hourly temperature measurements for every hour in a day some time series data is only approximately evenly spaced for example temperature measurements record it every time you check your email some time series data is evenly spaced but with missing values for example hourly temperature measurements while you are awake the analysis of time series data proceeds with some simplifying assumptions the first assumption is that consecutive observations are equally spaced secondly a discrete time observation index is applied in practice this may only hold approximately and sometimes data baby may be missing for example daily log returns on a stock may only be available for weekdays and data may not be available for certain holidays monthly CPI values are equally spaced by month but not by day you can apply the start function to the hourly temperature measurement series to confirm that it begins on day one at hour 1 similarly applying the end function confirms that the lat the series last observation is on day one at hour 24 the frequency function reports that 24 observations are made each day and the Delta t function notes that observations are made every 0.041 seven days that is the time increment between observations is one over 24 now let's investigate time series sampling frequencies further

Original Description

Want to learn more? Take the full course at https://learn.datacamp.com/courses/time-series-analysis-in-r at your own pace. More than a video, you'll learn hands-on coding & quickly apply skills to your daily work. --- Some time series data is exactly evenly spaced. For example, hourly temperature measurements for every hour in a day. Some time series data is only approximately evenly spaced. For example, temperature measurements recorded every time you check your email. Some time series data is evenly spaced, but with missing values. For example, hourly temperature measurements while you are awake. The analysis of time series data proceeds with some simplifying assumptions: The first assumption is that consecutive observations are equally spaced. Secondly, a discrete-time observation index is applied. In practice, this may only hold approximately, and sometimes data may be missing. For example, daily log returns on a stock may only be available for weekdays, and data may not be available for certain holidays. Monthly CPI values are equally spaced by month, but not by days. You can apply the start() function to the hourly temperature measurements series to confirm that it begins on day one at hour one. Similarly, applying the end() function confirms that the series last observation is on day one at hour 24. The frequency() function reports that 24 observations are made each day, and the deltat() function notes that observations are made every 0-point-0417 days, that is, the time increment between observations is 1 over 24. Now let's investigate time series sampling frequencies further! #DataCamp #RTutorial #TimeSeries #Analysis
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This video tutorial teaches how to analyze time series data in R, focusing on sampling frequency, and how to apply various R functions to understand and work with time series data. It covers different types of time series data, including evenly spaced and approximately evenly spaced data, and how to handle missing values. The tutorial provides hands-on coding experience and practical applications of time series analysis in R.

Key Takeaways
  1. Load the necessary R libraries and datasets
  2. Apply the start function to confirm the starting point of the time series
  3. Apply the end function to confirm the last observation of the time series
  4. Use the frequency function to determine the number of observations per day
  5. Use the delta.t function to determine the time increment between observations
  6. Investigate time series sampling frequencies further
💡 Understanding the sampling frequency of time series data is crucial for proper analysis and interpretation, and R provides various functions to help with this task.

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