Preprints

  1. E. Lorist. Space-time weighted maximal regularity for parabolic (S)PDE. In preparation. Main abstract result available in Section 4.6 of my PhD thesis.

  2. N. Lindemulder and E. Lorist. A discrete framework for the interpolation of Banach spaces. 63 pages. Preprint on arXiv.

  3. A.K. Lerner, E. Lorist and S. Ombrosi. BMO with respect to Banach function spaces. 29 pages. Preprint on arXiv.

Journal Publications

  1. A.K. Lerner, E. Lorist and S. Ombrosi. Operator-free sparse domination. Forum Math. Sigma, 10:Paper No. e15, 28, 2022. Full text here, preprint on arXiv.

  2. E. Lorist and Z. Nieraeth. Sparse domination implies vector-valued sparse domination. Math. Z., 301(1):1–35, 2022. Full text here, preprint on arXiv.

  3. N. Lindemulder and E. Lorist. Stein interpolation for the real interpolation method. Banach J. Math. Anal., 16(1):1-18, 2022. Full text here, preprint on arXiv.

  4. E. Lorist and M.C. Veraar. Singular stochastic integral operators. Anal. PDE, 14(5):1443–1507, 2021. Full text here, preprint on arXiv.

  5. E. Lorist. On pointwise ℓr-sparse domination in a space of homogeneous type. J. Geom. Anal., 31(9):9366–9405, 2021. Full text here, preprint on arXiv.

  6. E. Lorist and Z. Nieraeth. Vector-valued extensions of operators through multilinear limited range extrapolation. J. Fourier Anal. Appl., 25(5):2608–2634, 2019. Full text here, preprint on arXiv.

  7. T.S. Hänninen and E. Lorist. Sparse domination for the lattice Hardy–Littlewood maximal operator. Proc. Amer. Math. Soc., 147(1):271–284, 2019. Full text here, preprint on arXiv.

  8. A. Amenta, E. Lorist, and M.C. Veraar. Fourier multipliers in Banach function spaces with UMD concavifications. Trans. Amer. Math. Soc., 371(7):4837–4868, 2019. Full text here, preprint on arXiv.

  9. A. Amenta, E. Lorist, and M.C. Veraar. Rescaled extrapolation for vector-valued functions. Publ. Mat., 63(1):155–182, 2019. Full text here, preprint on arXiv.

  10. C. Gallarati, E. Lorist, and M.C. Veraar. On the ℓs-boundedness of a family of integral operators. Rev. Mat. Iberoam., 32(4):1277-1294, 2016. Full text here, preprint on arXiv.

Books

  1. N.J. Kalton, E. Lorist and L. Weis. Euclidean structures and operator theory in Banach spaces. To appear in Mem. Amer. Math. Soc., 163 pages. Preprint on arXiv.

  2. E. Lorist. Vector-valued harmonic analysis with applications to SPDE. PhD thesis, Delft University of Technology, 2021. Full text here.

Book Chapters

  1. E. Lorist. On the ℓs-boundedness of a family of integral operators in Banach function spaces. Positivity and Noncommutative Analysis. Birkhäuser, 2019. Full text here, preprint on arXiv.