… In the fourth test, we propose computing force-free fields in cylindrical geometries and
comparing the nonlinear solution with linear and irrotational solutions computed with the same …

… of structured computational grids adapted to the field of values … of parallelization for
computational programs. But benefit of … border problem for inverted Beltrami equation. Adaptation …

… A large measure of the credit goes to Beltrami [1], who … Beltrami fields. On bounded domains,
the most natural boundary condition for this problem is H.η = 0, which corresponds to a field …

… We can also estimate new registration fields using the reduced basis, which would be
more robust to noise. Thirdly, with the proposed algorithm, we can further make a statistically …

… adaptation, computer software, or … Beltrami equations with singularities. This is not only a
summary of our own long-term collaboration but also with that of many other authors in the field. …

… In this paper, we give an application of these techniques to Beltrami fields on solid tori. One
… to compute the index is minimal: one needs information about the Beltrami field along some (…

… that a Gaussian random Beltrami field exhibits, which we obtain … of Beltrami fields on R3 and
of high-frequency Beltrami fields … Our next goal is to compute its covariance kernel, 𝜅, which …

… , we can compute the Beltrami flow of any homeomorphism adjustment as a vector field on
the … Then we introduce the Beltrami flow and define the vector field that adjusts the mapping …

… This computation provides a proof of Theorem 1.1 and also gives some … to compute the
size of the space of local Beltrami fields with constant proportionality factor f. This computation …

… We then use this relation and knowledge of the symbol of the Dirichlet-to-Neumann map to
compute the symbol of the Beltrami normal-totangential map, and show that it determines the …