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ABSTRACT The question of what conditions should be set at the nodes of a discrete graph for the wave equation with discrete time is investigated. The variational method for the derivation of these conditions is used. A parallel with the continuous case is also drawn. As an example, the problem of shape controllability from the boundary is studied.more » « lessFree, publicly-accessible full text available March 30, 2026
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Mikhaylov, Alexander; Wilson, Ryan N.; Parzuchowski, Kristen M.; Mazurek, Michael D.; Camp, Charles H.; Stevens, Martin J.; Jimenez, Ralph (, The Journal of Physical Chemistry Letters)
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Lum, Daniel J.; Mazurek, Michael D.; Mikhaylov, Alexander; Parzuchowski, Kristen M.; Wilson, Ryan N.; Jimenez, Ralph; Gerrits, Thomas; Stevens, Martin J.; Cicerone, Marcus T.; Camp, Charles H. (, Biomedical Optics Express)
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