Highly accurate compact difference schemes for multidimensional delay Schrödinger equations
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DOI: 10.1515/gmj-2025-2047
Abstract: Abstract In present paper, the second-order accurate stable compact difference schemes (DSs) for the delay Schrödinger-type partial differential equation (DSPDE) in a Hilbert space are constructed. The stability of these DSs is established. As applications,… read more here.
Keywords: compact difference; delay schr; difference schemes; schr dinger ... See more keywords