R. G. Chandler

most citedThe One-Dimensional Line Scheme of a Certain Family of Quantum

P^{3}

15 citations · 15 across the 2 of their papers we have counts for

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math.RA2024

Embedding a Quantum Rank Two Quadric in a Quantum $P^{3}$

R. G. Chandler, H. Tran, P. Veerapen +1

In this paper, we classify connected graded quadratic Artin-Schelter regular (AS-regular, henceforth) algebras of global dimension four that have a Hilbert series the same as that…

math.RA2015★ 15 cited

The One-Dimensional Line Scheme of a Certain Family of Quantum $P^{3}$ s

Richard G. Chandler, Michaela Vancliff

A quantum $P^{3}$ is a noncommutative analogue of a polynomial ring on four variables, and, herein, it is taken to be a regular algebra of global dimension four. It is well…

Embedding a Quantum Rank Two Quadric in a Quantum P3

The One-Dimensional Line Scheme of a Certain Family of Quantum P3s

Embedding a Quantum Rank Two Quadric in a Quantum $P^{3}$

The One-Dimensional Line Scheme of a Certain Family of Quantum $P^{3}$ s