Quantile example sentences
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Related (3): percentile, quartile, decile
"Quantile" Example Sentences
- In statistics, quantile is a measure of the location of a certain value.
- The distribution curve was divided into quartiles and each quantile was analyzed.
- I need to determine the 75th quantile of this dataset.
- The interquartile range is the difference between the 75th and 25th quantiles.
- This dataset has a higher median and 90th quantile than the previous one.
- The 10th quantile value is the point below which 10% of the observations lie.
- Let's plot a histogram and identify the five-number summary and quantiles.
- The first quartile can also be expressed as the 25th percentile or the lower quartile.
- The quantiles of this dataset are consistent with a normal distribution.
- The second quantile is sometimes called the median or 50th percentile.
- The third quartile is also known as the upper quartile or the 75th percentile.
- The fourth quartile is the highest 25% of the data, above the third quartile.
- Quantiles are frequently used to analyze income distributions in social sciences.
- The fifth quantile contains the top 20% of the observations, also known as the 80th percentile.
- I computed the deciles and centiles to have a clearer understanding of the data distribution.
- The quantiles provide valuable information about the range and shape of a dataset.
- We computed the 95th quantile to identify outliers and extreme values in the dataset.
- The cumulative distribution function is a graph showing the quantiles of a dataset.
- The minimum, first quartile, median, third quartile, and maximum are five common summary statistics computed from the quantiles.
- Do you know how to calculate the interquartile range and the position of the outliers from the quantiles?
- Quantiles can also be used in machine learning to evaluate model predictions and error distribution.
- The quantile-quantile plot is a statistical tool used to compare the distribution of two datasets and determine if they have a similar shape.
- The standard deviation and variance of a dataset can be computed from the quantiles.
- The range between the 10th and 90th quantiles is commonly used in finance to indicate potential losses or gains.
- I computed the empirical cumulative density function from the quantiles and compared it to the theoretical distribution.
- The box and whisker plot is a graphical representation of the five-number summary and the interquartile range.
- In big data analysis, the quantiles can be computed using parallel computing techniques to speed up the process.
- The skewness and kurtosis are measures of the shape of a distribution and can be computed from the quantiles.
- The quantiles can also be used to compute the mean and mode of a dataset.
- The quantile regression is a method used in econometrics to analyze the relationship between a dependent variable and several independent variables at different quantiles of the data distribution.
Common Phrases
- Calculate the quantiles of the data set;
- Determine the interquartile range using the first and third quartiles;
- Plot the data using quartile-box plots;
- Generate a histogram with quantile lines;
- Use the median as a measure of central tendency instead of the mean, to reduce outliers' influence;
- Compare the distribution of two datasets using quantile-quantile plots;
- Estimate the probability of an observation falling below a certain quantile;
- Identify outliers that fall below or above the lower and upper quantile limits, respectively;
- Create equal-sized groups of a variable based on quantile ranges;
- Test for the statistical significance of differences between quantiles using nonparametric tests.
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