Publikationer av Fredrik Fryklund
Refereegranskade
Artiklar
[1]
Fryklund, F., Greengard, L., Jiang, S. & Potter, S. (2026). A lightweight, geometrically flexible fast algorithm for the evaluation of layer and volume potentials. Journal of Computational Physics, 547.
[2]
Wang, H., Fryklund, F., Potter, S. & Greengard, L. (2026). Scattering theory for Stokes flow in complex branched structures. Journal of Computational Physics, 564.
[3]
Epstein, C. L., Fryklund, F. & Jiang, S. (2025). An Accurate and Efficient Scheme for Function Extension on Smooth Domains. SIAM Journal on Numerical Analysis, 63(4), 1427-1453.
[4]
Fryklund, F. & Greengard, L. (2023). An FMM Accelerated Poisson Solver for Complicated Geometries in the Plane Using Function Extension. SIAM Journal on Scientific Computing, 45(6), A3001-A3019.
[5]
Fryklund, F., Pålsson, S. & Tornberg, A.-K. (2023). An integral equation method for the advection-diffusion equation on time-dependent domains in the plane. Journal of Computational Physics, 475.
[6]
Fryklund, F., af Klinteberg, L. & Tornberg, A.-K. (2022). An adaptive kernel-split quadrature method for parameter-dependent layer potentials. Advances in Computational Mathematics, 48(2).
[7]
Fryklund, F., Kropinski, M. C. A. & Tornberg, A.-K. (2020). An integral equation-based numerical method for the forced heat equation on complex domains. Advances in Computational Mathematics, 46(5).
[8]
Fryklund, F., Lehto, E. & Tornberg, A.-K. (2018). Partition of unity extension of functions on complex domains. Journal of Computational Physics, 375, 57-79.
Icke refereegranskade
Avhandlingar
[9]
Fryklund, F. (2021). Integral equations and function extension techniques for numerical solution of PDEs (Doktorsavhandling , KTH Royal Institute of Technology, Stockholm, TRITA-SCI-FOU 2021;30). Hämtad från http://urn.kb.se/resolve?urn=urn:nbn:se:kth:diva-300888.
Övriga
[10]
Fryklund, F. (2026). Fourier-based potential theory without an explicit Green's function. (Manuskript).
[11]
Frisk Gärtner, E., Fryklund, F., Tornberg, A.-K. (). Fast unified evaluation of layer and volume potentials for the 2D modified Helmholtz equation. (Manuskript).
[12]
Fryklund, F., Tornberg, A.-K. (). Partition of unity extension for high-order approximations. (Manuskript).
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2026-10-10 23:24:20 UTC