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20142026
most citedSpinorially twisted Spin structures, I: curvature identities and eigenvalue estimates

5 citations · 6 across the 7 of their papers we have counts for

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math.GT2026

Knots and the Sierpinski Tetrahedron

Malors Espinosa

In this paper we prove that there are infinitely many knots that cannot be embedded in the 1-skeletons of the finite iterations of the Sierpinski tetrahedron fractal. We do this by…

math.GT2025

Knots and Coxeter Groups

Dylan Burke, Geoffrey Cuff-Chartrand, Malors Espinosa +2

In this paper we study knots created by galleries in the affine Coxeter complex of type \widewedge{B3}. We bound the stick number by 40 and prove that the smallest length of threef…

math.GT2024

Knots Inside Fractals

Joshua Broden, Malors Espinosa, Noah Nazareth +1

We prove that all knots can be embedded into the Menger Sponge fractal. We prove that all Pretzel knots can be embedded into the Sierpinski Tetrahedron. Then we compare the number…