Explicit formulas of alternating multiple zeta star values \(\zeta^\star(\bar{1}, \{1\}_{m-1}, \bar{1})\) and \(\zeta^\star(2, \{1\}_{m-1}, \bar{1})\) (Q2129733)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Explicit formulas of alternating multiple zeta star values \(\zeta^\star(\bar{1}, \{1\}_{m-1}, \bar{1})\) and \(\zeta^\star(2, \{1\}_{m-1}, \bar{1})\) |
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Statements
Explicit formulas of alternating multiple zeta star values \(\zeta^\star(\bar{1}, \{1\}_{m-1}, \bar{1})\) and \(\zeta^\star(2, \{1\}_{m-1}, \bar{1})\) (English)
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25 April 2022
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multiple harmonic (star) sums
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multiple zeta (star) values
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multiple polylogarithm function
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alternating multiple zeta values
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closed forms
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