Interesting Theta Function Identities Related to Jacobi Triple-Product

Authors

  • Getachew Abiye Salilew

infinite series, theta function identities

Abstract

In this article, the author provide elementry proof for two (pre-sumably new) theta function identities.

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How to Cite

Interesting Theta Function Identities Related to Jacobi Triple-Product. (2018). Global Journal of Science Frontier Research, 18(F5), 33-35. https://www.journalofscience.org/index.php/GJSFR/article/view/2285

References

Jorge Luis, Cimadevilla Villacorto, M Chaudhary On Certain theta function identities.

H Schroter (1854) SECTIO SEPTIMA DE AEQUATIONIBUS CIRCULI SECTIONES: DEFINIENTIBUS. 412-464.

M Hirschorn (1988) A simple proof of an identity of Ramanujan. 44(1), 42-45.

G Jacobi (1829) Fundamenta nova theoriae functionum ellipticarum.

M Chaudhary, G Salilew, J Choi (2017) Two theta function identities. 101, 1833-1837.

M Chaudhary, G Salilew, J Choi (2017) Two identities involving theta functions. 33, 291-293.

Hari Srivastava, M Chaudhary, Sangeeta Chaudhary (2018) Some Theta-Function Identities Related to Jacobi’s Triple-Product Identity. 11(1), 1-9.

Shaun Cooper (2006) THE QUINTUPLE PRODUCT IDENTITY. 02(01), 115-161.

Z Cao (2011) Integer matrix exact covering sytems and product identities for theta functions. 19, 4471-4514.

M Chaudhary, Junesang Choi (2015) NOTE ON MODULAR RELATIONS FOR THE ROGER-RAMANUJAN TYPE IDENTITIES AND REPRESENTATIONS FOR JACOBIAN IDENTITY. 31(5), 659-665.

Interesting Theta Function Identities Related to Jacobi Triple -Product.

Interesting Theta Function Identities Related to Jacobi Triple-Product

Published

2018-07-20

How to Cite

Interesting Theta Function Identities Related to Jacobi Triple-Product. (2018). Global Journal of Science Frontier Research, 18(F5), 33-35. https://www.journalofscience.org/index.php/GJSFR/article/view/2285