Scalar minimizers with maximal singular sets and lack of Meyers property
Khripunova Balci A, Diening L, Surnachev M (2023)
arXiv:2312.15772.
Preprint | Englisch
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Abstract / Bemerkung
We present a general procedure to construct examples of convex scalar
variational problems which admit a minimizers with large singular sets. The
dimension of the set of singularities is maximal and the minimizer has no
higher integrability property (failure of Meyers property).
Erscheinungsjahr
2023
Zeitschriftentitel
arXiv:2312.15772
Page URI
https://pub.uni-bielefeld.de/record/2986004
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Khripunova Balci A, Diening L, Surnachev M. Scalar minimizers with maximal singular sets and lack of Meyers property. arXiv:2312.15772. 2023.
Khripunova Balci, A., Diening, L., & Surnachev, M. (2023). Scalar minimizers with maximal singular sets and lack of Meyers property. arXiv:2312.15772
Khripunova Balci, Anna, Diening, Lars, and Surnachev, Mikhail. 2023. “Scalar minimizers with maximal singular sets and lack of Meyers property”. arXiv:2312.15772.
Khripunova Balci, A., Diening, L., and Surnachev, M. (2023). Scalar minimizers with maximal singular sets and lack of Meyers property. arXiv:2312.15772.
Khripunova Balci, A., Diening, L., & Surnachev, M., 2023. Scalar minimizers with maximal singular sets and lack of Meyers property. arXiv:2312.15772.
A. Khripunova Balci, L. Diening, and M. Surnachev, “Scalar minimizers with maximal singular sets and lack of Meyers property”, arXiv:2312.15772, 2023.
Khripunova Balci, A., Diening, L., Surnachev, M.: Scalar minimizers with maximal singular sets and lack of Meyers property. arXiv:2312.15772. (2023).
Khripunova Balci, Anna, Diening, Lars, and Surnachev, Mikhail. “Scalar minimizers with maximal singular sets and lack of Meyers property”. arXiv:2312.15772 (2023).
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