Master thesis of P.Marchand, Domain decomposition based on boundary integral operators, Ecole des Ponts et Chaussée, Sept. 2016. Link.

Articles in peer reviewed journals

  • I.Ben-Gharbia, M.Bonazzoli, X.Claeys, P.Marchand and P.-H.Tournier, Fast solution of boundary integral equations for elasticity around a crack network: a comparative study

  • A.Ayala, X.Claeys, V.Dolean and M.J.Gander (2017) Closed Form Inverse of Local Multi-Trace Operators. In: Lee CO. et al. (eds) Domain Decomposition Methods in Science and Engineering XXIII. Lecture Notes in Computational Science and Engineering, vol 116. Springer, Cham

  • X. Claeys, Essential spectrum of local multi-trace boundary integral operators, IMA J. Appl. Math. (2016) 81 (6): 961-983.

  • X.Claeys, R.Hiptmair and E.Spindler Second kind boundary integral equation for multi-subdomain diffusion problems. Adv. Comput. Math. 43 (2017), no. 5, 1075–1101.

  • X. Claeys, R. Hiptmair and E.Spindler, Second-Kind Boundary Integral Equations for Scattering at Composite Partly Impenetrable Objects.

  • X.Claeys, R.Hiptmair and E.Spindler, Second-kind boundary integral equations for electromagnetic scattering at composite objects. Comput. Math. Appl. 74 (2017), no. 11, 2650–2670.

Submitted articles

  • X.Claeys and V.Dolean and M.J.Gander, An introduction to multitrace formulations and associated domain decomposition solvers.

  • X.Claeys, F.Collino and B.Thierry, Integral equation based optimized Schwarz method for electromagnetics.