RNDr. Filip Soudský, Ph.D.

1. LESNIK, K., ROSKOVEC, T. a SOUDSKÝ, F., 2023. Optimal Gagliardo–Nirenberg interpolation inequality for rearrangement invariant spaces. Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas. ISSN 1579-1505.
2. FIORENZA, A., FORMICA, M., ROSKOVEC, T. a SOUDSKÝ, F., 2021. Detailed Proof of Classical Gagliardo-Nirenberg Interpolation Inequality with Historical Remarks. Zeitschrift fur analysis und ihre anwendungen. 40(2), 217-236. ISSN 0232-2064.
3. SOUDSKÝ, F., CAMPBELL, D., SCHIATTARELLA, R. a GRECO, L., 2021. Diffeomorphic approximation of planar Sobolev homeomorphisms in rearrangement invariant spaces. ESAIM. 27(AUG 26), ISSN 1292-8119.
4. MOLCHANOVA, A., ROSKOVEC, T. a SOUDSKÝ, F., 2021. Regularity of the inverse mapping in Banach function spaces. Mathematische nachrichten. 294(12), 2382-2395. ISSN 0025-584X.
5. SOUDSKÝ, F. a CAMPBELL, D., 2021. Smooth homeomorphic approximation of piecewise affine homeomorphisms. Rendiconti. 32(3), 511-534. ISSN 1120-6330.
6. FIORENZA, A., FORMICA, M., ROSKOVEC, T. a SOUDSKÝ, F., 2019. Gagliardo–Nirenberg Inequality for rearrangement-invariant Banach function spaces. Rendiconti lincei-matematica e applicazioni. 30(4), 847-864. ISSN 1120-6330.
7. SOUDSKÝ, F., MOLCHANOVA, A. a ROSKOVEC, T., 2018. Interpolation between Holder and Lebesgue spaces with applications. Journal of mathematical analysis and applications. 466(1), 160-168. ISSN 0022-247X.
8. GOGATISHVILI, A., PICK, L., KŘEPELA, M. a SOUDSKÝ, F., 2017. Embeddings of Lorentz-type spaces involving weighted integral means. Journal of functional analysis. 273(9), 2939-2980. ISSN 0022-1236.
9. SOUDSKÝ, F., 2016. Normability of gamma spaces. Commentationes mathematicae Universitatis Carolinae. 57(1), 63-71. ISSN 0010-2628.
10. SOUDSKÝ, F., 2016. Note on linearity of rearrangement-invariant spaces. Annals of functional analysis. 7(2), 232-239. ISSN 2008-8752.
11. GOGATISHVILI, A., PICK, L. a SOUDSKÝ, F., 2014. Characterization of associate spaces of weighted Lorentz spaces with applications. Studia mathematica. 224(1), 1-23. ISSN 0039-3223.
12. GOGATISHVILI, A. a SOUDSKÝ, F., 2014. Normability of Lorentz spaces—an alternative approach. Czechoslovak mathematical journal. 64(3), 581-597. ISSN 0011-4642.

• Třešňák Filip | diplomová práce | 27.4.2023
  A gentle introduction to the calculus of variation