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Splitting methods for the Schrödinger equation with absorbing boundary conditions

Master program titleMaster en mathématiques
Defense date2017
Abstract

In this work, we introduce a splitting method of order two for solving the the Schrödinger equation with absorbing boundary conditions. The new scheme avoids order reduction faced by standard splitting methods.

Research groups
Citation (ISO format)
BERTOLI, Guillaume Balthazar. Splitting methods for the Schrödinger equation with absorbing boundary conditions. Master, 2017.
Main files (1)
Master thesis
Identifiers
  • PID : unige:121404
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Creation07/30/2019 11:23:00 AM
First validation07/30/2019 11:23:00 AM
Update time03/15/2023 5:49:20 PM
Status update03/15/2023 5:49:19 PM
Last indexation10/31/2024 1:56:01 PM
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