Data
FRED-QD

FRED-QD

active ARFF Creative Commons Attribution 4.0 International Visibility: public Uploaded 01-07-2024 by Bruno Belucci Teixeira
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Quarterly Database for Macroeconomic Research From original website: ----- FRED-MD and FRED-QD are large macroeconomic databases designed for the empirical analysis of 'big data'. The datasets of monthly and quarterly observations mimic the coverage of datasets already used in the literature, but they add three appealing features. They are updated in real-time through the FRED database. They are publicly accessible, facilitating the replication of empirical work. And they relieve the researcher of the task of incorporating data changes and revisions (a task accomplished by the data desk at the Federal Reserve Bank of St. Louis). The accompanying papers shows that factors extracted from the FRED-MD and FRED-QD datasets share comparable information content to various vintages of so-called Stock-Watson datasets. These factor estimates are shown to be useful for forecasting a wide range of macroeconomic series. In addition, we find that diffusion indexes constructed as the partial sum of the factor estimates can potentially be useful for the study of business cycle chronology. ----- We used the file 2024-05.csv for quarterly data and performed some preprocessing. There are 204 columns: id_series: The id of the time series. date: The date of the time series in the format "%Y-%m-%d". time_step: The time step on the time series. value_X (X from 0 to 200): The values of the time series, which will be used for the forecasting task. Preprocessing: 1 - We dropped the first line (factor) and transformed each column following the "Tranform" code available in the second line of the file and specified in the original paper which are: 1 - no transformation; 2 - Delta(xt); 3 - Delta^2(xt); 4 - log(xt); 5 - Delta(log(xt)); 6 - Delta^2(log(xt)); 7 - Delta(xt/xt-1 - 1.0) 2 - Dropped first 3 rows to get rid of NaNs due to the transformations and last row to only consider dates until 2023 (there are some missing values for 2024). 3 - Standardize the 'sasdate' column to the format %Y-%m-%d and renamed it to 'date'. 4 - Dropped columns that only have values starting later than 1959-09-01 (44 of 245 columns). 5 - Created column 'id_series', with value 0, there is only one multivariate series. 6 - Ensured that there are no missing dates and that they are evenly spaced (quarterly). 7 - Created column 'time_step' with increasing values of the time_step for the time series. 8 - Renamed columns to 'value_X' with X from 0 to 200. 9 - Casted 'date' to str, 'time_step' to int, 'value_0' to float, and defined 'id_series' and 'covariate_0' as 'category'.

204 features

datestring258 unique values
0 missing
id_seriesnominal1 unique values
0 missing
value_0numeric258 unique values
0 missing
value_1numeric258 unique values
0 missing
value_2numeric258 unique values
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value_3numeric258 unique values
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value_4numeric258 unique values
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value_5numeric258 unique values
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value_31numeric258 unique values
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value_32numeric258 unique values
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value_35numeric258 unique values
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value_156numeric258 unique values
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value_162numeric258 unique values
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value_166numeric243 unique values
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value_167numeric254 unique values
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value_168numeric258 unique values
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value_169numeric254 unique values
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value_170numeric252 unique values
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value_181numeric258 unique values
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value_183numeric258 unique values
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value_186numeric258 unique values
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value_187numeric249 unique values
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value_190numeric258 unique values
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value_191numeric257 unique values
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value_192numeric258 unique values
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value_194numeric258 unique values
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value_195numeric258 unique values
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value_196numeric255 unique values
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value_198numeric258 unique values
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value_199numeric255 unique values
0 missing
value_200numeric258 unique values
0 missing
time_stepnumeric258 unique values
0 missing

19 properties

258
Number of instances (rows) of the dataset.
204
Number of attributes (columns) of the dataset.
Number of distinct values of the target attribute (if it is nominal).
0
Number of missing values in the dataset.
0
Number of instances with at least one value missing.
202
Number of numeric attributes.
1
Number of nominal attributes.
Average class difference between consecutive instances.
0
Percentage of missing values.
0.79
Number of attributes divided by the number of instances.
99.02
Percentage of numeric attributes.
Percentage of instances belonging to the most frequent class.
0.49
Percentage of nominal attributes.
Number of instances belonging to the most frequent class.
Percentage of instances belonging to the least frequent class.
Number of instances belonging to the least frequent class.
0
Number of binary attributes.
0
Percentage of binary attributes.
0
Percentage of instances having missing values.

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