%Aigaion2 BibTeX export from Bibliography database
%Monday 11 May 2026 01:53:59 PM

@MISC{,
            author = {Axmann, {\v S}imon and Pokorn{\'{y}}, Milan},
            editor = {Galdi, Giovanni P. and Heywood, John G. and Rannacher, Rolf},
          keywords = {global regularity, Incompressible Navier–Stokes equations, regularity criteria.},
             title = {A generalization of some regularity criteria to the Navier-Stokes equations involving one velocity component},
         booktitle = {Recent Developments of Mathematical Fluid Mechanics},
            series = {Advances in Mathematical Fluid Mechanics},
              year = {2014},
         publisher = {Birkhauser-Verlag},
          abstract = {We present generalizations of results concerning conditional global regularity of weak Leray–Hopf solutions to incompressible Navier– Stokes equations presented by Zhou and Pokorny´ in articles [15], [17], and [18]; see also [13]. We are able to replace the condition on one velocity compo- nent (or its gradient) by a corresponding condition imposed on a projection of the velocity (or its gradient) onto a more general vector field. Comparing to our other recent results from [1], the conditions imposed on the projection are more restrictive here, however due to the technique used in [1], there appeared a specific additional restriction on geometrical properties of the reference field, which could be omitted here.},
  Preprint project = {NCMM},
     Preprint year = {2014},
   Preprint number = {11},
       Preprint ID = {NCMM/2014/11}
}