Articles

1). I.M.Vasilyev, The property log(f) ∈ BMO in terms of Riesz transforms, Journal of Mathematical Sciences, v. 202, pp. 519–525, 2014. 

2). I.M.Vasilyev, Some remarks on K-closedness for the couples of real Hardy spaces, Journal of Functional Analysis, v. 270, pp. 705–717, 2016. 

3). A.S.Tselischev and I.M.Vasilyev, On an equivalent norm on BMO, Journal of Mathematical Sciences, v. 234, pp. 290–302, 2018. 

4). I.M.Vasilyev, On the local Hölder boundary smoothness of an analytic function in the unit ball compared with the smoothness of its modulus,
Journal of Fourier Analysis and Applications, 26, 28, 2020. 

5). A.S.Tselischev and I.M.Vasilyev, Some remarks on Littlewood–Paley characterizations of BMO and Treibel–Lizorkin spaces,
Mathematische Nachrichten, v. 293, pp. 2029–2043, 2020. 

6). I.M.Vasilyev and F.Vigneron, Variation on a theme of Kiselev and Nazarov : Hölder estimates for non-local transport–diffusion,
along a non divergence-free field, Journal of the Institute of Mathematics of Jussieu, pp. 1–25, 2021. 

7). I.M.Vasilyev, On the multidimensional Nazarov lemma, Proceedings of the American Mathematical Society, 2022, 11 p.,
DOI : https ://doi.org/10.1090/proc/15805. 

8). T. de Pauw and I.M.Vasilyev, On the existence of mass minimizing rectifiable G chains in finite dimensional normed spaces,
à paraitre à Annales de l’Institut Fourier, 2022, 60 p. 

9). P. Auscher and I.M.Vasilyev, On the use of tent spaces for solving PDEs : A proof of the Koch–Tataru theorem, à paraitre à
Panoramas et Synthèses, 2023, 29 p.

10). I.M. Vasilyev, A generalization of the Beurling–Malliavin Majorant Theorem, 17 p., arxiv.org/abs/2203.16674, accepté  à Analysis and PDE.

11). I.M. Vasilyev, Two remarks on Busemann–Hausdorff densities, 12 p., arxiv.org/abs/2203.17160 

12). R. Danchin and I.M. Vasilyev, Density-dependent incompressible Navier--Stokes equations in critical tent spaces, 21 p.,  arxiv.org/abs/2305.09027