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Rewrite abstract 

Former-commit-id: 3dc61f87e3be344538989a0e41fe34eb997e3470
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Marek Nečada 2019-08-06 13:16:14 +03:00
parent 47fab5f879
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@ -544,16 +544,21 @@ Category: Methods and Algorithms for Scientific Computing?
\begin_layout Abstract
The (somewhat underrated) T-matrix multiple scattering method (TMMSM) can
be used to solve the electromagnetic response of systems consisting of
many compact scatterers.
It largely surpasses other methods in the number of scatterers it can deal
with, while retaining very good accuracy.
many compact scatterers, retaining a good level of accuracy while using
relatively few of degrees of freedom, largely surpassing other methods
in the number of scatterers it can deal with.
\end_layout
\begin_layout Abstract
TODO REWRITE: We release a modern implementation of the method under GNU
General Public Licence, with several theoretical advancements presented
here, such as exploiting the system symmetries to further improve the efficienc
y of the method, or extending it on infinite periodic systems.
Here we extend the method to infinite periodic structures using Ewald-type
lattice summation, and we exploit the possible symmetries of the structure
to further improve its efficiency.
(SHOULD I MENTION ALSO THE CROSS SECTION FORMULAS IN THE ABSTRACT?)
\end_layout
\begin_layout Abstract
We release a modern implementation of the method, including the theoretical
improvements presented here, under GNU General Public Licence.
\end_layout
\begin_layout Section