Oversampling Expansion in Wavelet Subspaces. - Kil Hyun Kwon; Dae Gwan Lee (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2011)

Band-Limited Scaling Functions with Oversampling Property. - Kil Hyun Kwon; Dae Gwan Lee; Jungho Yoon (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2012)

Recovery of Missing Samples from Oversampled Bandpass Signals and Its Stability. - Sinuk Kang; Kil Hyun Kwon; Dae Gwan Lee (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2013)

Invariance and Periodic Oversampling in Principal Shift-Invariant Spaces. - Kil Hyun Kwon; Dae Gwan Lee (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2014)

Superoscillations with Optimal Numerical Stability. - Dae Gwan Lee; Paulo Jorge S. G. Ferreira (IEEE Signal Process. Lett., 2014)

Direct Construction of Superoscillations. - Dae Gwan Lee; Paulo Jorge S. G. Ferreira (IEEE Trans. Signal Process., 2014)

Superoscillations of Prescribed Amplitude and Derivative. - Dae Gwan Lee; Paulo Jorge S. G. Ferreira (IEEE Trans. Signal Process., 2014)

Superoscillations With Optimum Energy Concentration. - Dae Gwan Lee; Paulo Jorge S. G. Ferreira (IEEE Trans. Signal Process., 2014)

On Compressive Sensing of Sparse Covariance Matrices Using Deterministic Sensing Matrices. - Alihan Kaplan; Volker Pohl; Dae Gwan Lee (ICASSP, 2018)

Permissible Support Patterns for Identifying the Spreading Function of Time-Varying Channels. - Dae Gwan Lee; Alihan Kaplan; Volker Pohl (ICASSP, 2018)

Identification of Multiple-Input Multiple-Output Channels Under Linear Side Constraints. - Dae Gwan Lee; Götz E. Pfander; Volker Pohl; Weiqi Zhou (ICASSP, 2018)

The Statistical Restricted Isometry Property For Gabor Systems. - Alihan Kaplan; Volker Pohl; Dae Gwan Lee (SSP, 2018)

Fast Binary Compressive Sensing via 𝓁0 Gradient Descent. - Tianlin Liu; Dae Gwan Lee (CoRR, 2018)

Sampling and Reconstruction of Multiple-Input Multiple-Output Channels. - Dae Gwan Lee; Götz E. Pfander; Volker Pohl (IEEE Trans. Signal Process., 2019)

Message Transmission ThroughUnderspread Time-Varying Linear Channels. - Alihan Kaplan; Dae Gwan Lee; Volker Pohl (ICASSP, 2020)

A Message Transmission Scheme for Linear Time-Varying Multipath Channels. - Alihan Kaplan; Volker Pohl; Dae Gwan Lee (SPAWC, 2020)

Quantitative Approximation Results for Complex-Valued Neural Networks. - Andrei Caragea; Dae Gwan Lee; Johannes Maly; Götz E. Pfander; Felix Voigtländer (SIAM J. Math. Data Sci., 2022)

Data Transmission Over Linear Time-Varying Channels. - Alihan Kaplan; Volker Pohl; Dae Gwan Lee (IEEE Trans. Signal Process., 2022)

On Construction of Bounded Sets Not Admitting a General Type of Riesz Spectrum. - Dae Gwan Lee (Axioms, 2024)

Consistent Sampling Approximations in Abstract Hilbert Spaces. - Sinuk Kang; Kil Hyun Kwon; Dae Gwan Lee (Axioms, 2024)