Dae Gwan Lee

most citedExponential bases for parallelepipeds with frequencies lying in a prescribed lattice

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

collaborators

2 papers

math.CA2024

Cube tilings with linear constraints

Dae Gwan Lee, Goetz E. Pfander, David Walnut

We consider tilings $(Q, Φ)$ of $R^{d}$ where $Q$ is the $d$ -dimensional unit cube and the set of translations $Φ$ is constrained to lie in a pre-determin…

math.CA2024★ 2 cited

Exponential bases for parallelepipeds with frequencies lying in a prescribed lattice

Dae Gwan Lee, Goetz E. Pfander, David Walnut

The existence of a Fourier basis with frequencies in $R^{d}$ for the space of square integrable functions supported on a given parallelepiped in $R^{d}$ , has been wel…