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Friedrich Heinrich Jacobi's Werke

FRIEDRICH HEINRICH JACOBI'S WERKE Friedrich Heinrich Jacobi's Werke J. G. Hamann's Briefwechsel mit F. H. Jacobi (4,3.1819) ( -
Jacobi, Friedrich Heinrich
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Friedrich Heinrich Jacobi's auserlesener Briefwechsel

FRIEDRICH HEINRICH JACOBI'S AUSERLESENER BRIEFWECHSEL Friedrich Heinrich Jacobi's auserlesener Briefwechsel [...] (Bd. 1) ( -
Roth, Karl Johann Friedrich von, Jacobi, Friedrich Heinrich   +1 more
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Leben Joh. Georg Jacobi's /

Signature title: Jacobi's Werke. VIII. Bd. Issued as last vol. of the collected ed.
Ittner, Joseph Albert von 1754-1825.
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Trusted Digital Identity Bill (2021) (Exposure Draft)

, 2022
Digital Identity
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Proceeding of 10th Triple Helix International Conference 2012

, 2013
Triple Helix International Conference
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Gaussian sums, Dedekind sums and the Jacobi triple product identity

Gaussian sums, Dedekind sums and the Jacobi triple product identity
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Euler's Pentagonal Number Theorem Implies the Jacobi Triple Product Identity

Integers, 2011
AbstractBy means of Liouville's theorem, we show that Euler's pentagonal number theorem implies the Jacobi triple product identity.
Chuanan Wei, Dianxuan Gong
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Two generalizations of Jacobi’s triple product identity and their applications

The Ramanujan Journal, 2022
There are two main theorems in the paper under review and they are exactly two generalizations of Jacobi's triple product identity. The proofs are based on the Andrews' series rearrangement method. As applications, the authors use their formulae for mock theta functions and Rogers-Ramanujan identities.
Chuanan Wei, Yuanbo Yu, Qiuxia Hu
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Jacobi's Triple-Product Identity and an Associated Family of Theta-Function Identities

Математические заметки, 2022
The main object of this paper is to present a family of $q$-series identities which involve some of the theta functions of Jacobi and Ramanujan. Each of these (presumably new) $q$-series identities reveals interesting relationships among three of the theta-type functions which stem from the celebrated Jacobi's triple-product identity in a remarkably ...
Srivastava, H. M., Chaudhary, M. P., Chaudhary, S., Salilew, G. A.   +3 more
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A combinatorial proof of Jacobi’s triple product identity

The Ramanujan Journal, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Louis W. Kolitsch, Stephanie Kolitsch
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