Torus.049.asset

into the basis of the quantum torus to express them in closed form. The q-Onsager algebra and the quantum torus

). It utilizes an algebra homomorphism to map complex elements—such as Baseilhac-Kolb, alternating, and Lu-Wang elements—from Oqcap O sub q Torus.049.asset

The request refers to an academic asset hosted at the University of Wisconsin–Madison. into the basis of the quantum torus to

The requested paper is by Owen Goff, published in May 2025. Paper Details Title: The q-Onsager algebra and the quantum torus Author: Owen Goff Source: University of Wisconsin–Madison Libraries Asset+ Abstract: The paper explores the relationship between the -Onsager algebra ( Oqcap O sub q ) and the quantum torus ( Tqcap T sub q Torus.049.asset

into the basis of the quantum torus to express them in closed form. The q-Onsager algebra and the quantum torus

). It utilizes an algebra homomorphism to map complex elements—such as Baseilhac-Kolb, alternating, and Lu-Wang elements—from Oqcap O sub q

The request refers to an academic asset hosted at the University of Wisconsin–Madison.

The requested paper is by Owen Goff, published in May 2025. Paper Details Title: The q-Onsager algebra and the quantum torus Author: Owen Goff Source: University of Wisconsin–Madison Libraries Asset+ Abstract: The paper explores the relationship between the -Onsager algebra ( Oqcap O sub q ) and the quantum torus ( Tqcap T sub q