Group generated by total sextactic points of a family of quartic curves

Alwaleed Kamel; Mohammed A. Saleem; Waleed K. Elshareef

doi:10.1080/00927872.2021.1980796

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Group generated by total sextactic points of a family of quartic curves

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Group generated by total sextactic points of a family of quartic curves

Alwaleed Kamel, Mohammed A. Saleem and Waleed K. Elshareef

Communications in algebra, Vol.50(3), pp.1342-1362

04/03/2022

DOI: https://doi.org/10.1080/00927872.2021.1980796

Abstract

Algebraic curves

elliptic curves

flex points

Jacobian

Primary: 11G30

quartic curves

Secondary: 14H45

sextactic points

The aim of this paper is to study the group generated by the total sextactic points in the Jacobian of the family of smooth quartic curves given by the equation:

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Title: Group generated by total sextactic points of a family of quartic curves
Creators - without role: Alwaleed Kamel - Sohag University
Mohammed A. Saleem - Sohag University
Waleed K. Elshareef - Sohag University
Publication Details: Communications in algebra, Vol.50(3), pp.1342-1362
Publisher: Taylor & Francis
Identifiers: 9916890908331
Academic Unit: Islamic University of Al Madinah
Language: English
Resource Type: Journal article