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The probability law for the sum of 𝑛 independent variables, each subject to the law (1/\vphantom{1(2ℎ)}.\kern-\nulldelimiterspace(2ℎ))𝑠𝑒𝑐ℎ(𝜋𝑥/\vphantom{𝜋𝑥(2ℎ)}.\kern-\nulldelimiterspace(2ℎ)) - MaRDI portal

The probability law for the sum of 𝑛 independent variables, each subject to the law (1/\vphantom{1(2ℎ)}.\kern-\nulldelimiterspace(2ℎ))𝑠𝑒𝑐ℎ(𝜋𝑥/\vphantom{𝜋𝑥(2ℎ)}.\kern-\nulldelimiterspace(2ℎ)) (Q4756960)

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scientific article; zbMATH DE number 3013567
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English
The probability law for the sum of 𝑛 independent variables, each subject to the law (1/\vphantom{1(2ℎ)}.\kern-\nulldelimiterspace(2ℎ))𝑠𝑒𝑐ℎ(𝜋𝑥/\vphantom{𝜋𝑥(2ℎ)}.\kern-\nulldelimiterspace(2ℎ))
scientific article; zbMATH DE number 3013567

    Statements

    The probability law for the sum of 𝑛 independent variables, each subject to the law (1/\vphantom{1(2ℎ)}.\kern-\nulldelimiterspace(2ℎ))𝑠𝑒𝑐ℎ(𝜋𝑥/\vphantom{𝜋𝑥(2ℎ)}.\kern-\nulldelimiterspace(2ℎ)) (English)
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    1934
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    probability theory, statistics, etc.
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