Search Results - "Ryou, Donggeun" :: K.UTB vyhledávací portál

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A variant of the Λ(p)-set problem in Orlicz spaces

by Ryou, Donggeun
Published in Mathematische Zeitschrift (01.12.2022)

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Fourier restriction and well-approximable numbers

by Fraser, Robert, Hambrook, Kyle, Ryou, Donggeun
Published in Mathematische annalen (01.11.2024)

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Near-optimal restriction estimates for Cantor sets on the parabola

by Ryou, Donggeun
Published in arXiv.org (16.11.2023)

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$A variant of the $\Lambda(p)$ set problem in Orlicz spaces$

A variant of the $\Lambda(p)$ set problem in Orlicz spaces

by Ryou, Donggeun
Year of Publication 13.10.2021

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$A variant of the $\Lambda(p)$ set problem in Orlicz spaces$

A variant of the $\Lambda(p)$ set problem in Orlicz spaces

by Ryou, Donggeun
Published in arXiv.org (20.01.2023)

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$Maximal $\Lambda(p)$-subsets of manifolds$

Maximal $\Lambda(p)$-subsets of manifolds

by Demeter, Ciprian, Jung, Hongki, Ryou, Donggeun
Year of Publication 06.11.2024

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Journal Article

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Fourier restriction and well-approximable numbers

by Fraser, Robert, Hambrook, Kyle, Ryou, Donggeun
Year of Publication 15.11.2023

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Journal Article

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A study guide for "On the Hausdorff dimension of Furstenberg sets and orthogonal projections in the plane" after T. Orponen and P. Shmerkin

by Fiedler, Jacob B, Hong, Guo-Dong, Ryou, Donggeun, Wu, Shukun
Year of Publication 06.06.2024

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Journal Article

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$Maximal $\Lambda(p)$-subsets of manifolds$

Maximal $\Lambda(p)$-subsets of manifolds

by Demeter, Ciprian, Jung, Hongki, Ryou, Donggeun
Published in arXiv.org (06.11.2024)

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Paper

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Fourier restriction and well-approximable numbers

by Fraser, Robert, Hambrook, Kyle, Ryou, Donggeun
Published in arXiv.org (09.10.2024)

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Paper

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A study guide for "On the Hausdorff dimension of Furstenberg sets and orthogonal projections in the plane" after T. Orponen and P. Shmerkin

by Fiedler, Jacob B, Guo-Dong, Hong, Ryou, Donggeun, Wu, Shukun
Published in arXiv.org (07.06.2024)

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Paper

A variant of the Λ(p)-set problem in Orlicz spaces

Fourier restriction and well-approximable numbers

Near-optimal restriction estimates for Cantor sets on the parabola

A variant of the $\Lambda(p)$ set problem in Orlicz spaces

A variant of the \(\Lambda(p)\) set problem in Orlicz spaces

Maximal $\Lambda(p)$-subsets of manifolds

Fourier restriction and well-approximable numbers

A study guide for "On the Hausdorff dimension of Furstenberg sets and orthogonal projections in the plane" after T. Orponen and P. Shmerkin

Maximal \(\Lambda(p)\)-subsets of manifolds

Fourier restriction and well-approximable numbers

A study guide for "On the Hausdorff dimension of Furstenberg sets and orthogonal projections in the plane" after T. Orponen and P. Shmerkin

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