Michael Puthawala

collaborators

2 papers

math.CO2025

Maximal Equidistant Spacings

Michael Puthawala

We call a family ${Y_{1}, \dots, Y_{I}}$ in Euclidean space an equidistance spacing if $∥ y_{i} - y_{j} ∥ = 1$ whenever $y_{i} \in Y_{i}, y_{j} \in Y_{j}$ and $i \neq = j$ . In other words, choosing…

cs.LG2024

Can neural operators always be continuously discretized?

Takashi Furuya, Michael Puthawala, Maarten V. de Hoop +1

We consider the problem of discretization of neural operators between Hilbert spaces in a general framework including skip connections. We focus on bijective neural operators throu…