Ayodeji Lindblad

activity

20232026

collaborators

4 papers

math.GT2026

Boundary Dehn twists are often commutators

Ayodeji Lindblad

For $X$ any complete intersection of even complex dimension or any connected sum thereof (or, more generally, any space among certain broad classes of smooth manifolds), we concret…

math.MG2025

Asymptotically short generalizations of $t$ -design curves

Ayodeji Lindblad

Ehler and Gröchenig defined spherical $t$ -design curves to be curves whose associated line integrals exactly average all degree at most $t$ polynomials. These authors posed the que…

math.MG2024

Asymptotically optimal $t$ -design curves on $S^{3}$

Ayodeji Lindblad

A $\textit{spherical $t$-design curve}$ was defined by Ehler and Gröchenig to be a continuous, piecewise smooth, closed curve on the sphere with finitely many self-intersections wh…

math.MG2023

Designs related through projective and Hopf maps

Ayodeji Lindblad

We verify a construction which, for $K$ the reals, complex numbers, quaternions, or octonions, builds a spherical $t$ -design by placing a spherical $t$ -design on each $K$ …

Boundary Dehn twists are often commutators

Asymptotically short generalizations of t-design curves

Asymptotically optimal t-design curves on S3

Designs related through projective and Hopf maps

Asymptotically short generalizations of $t$ -design curves

Asymptotically optimal $t$ -design curves on $S^{3}$