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The discretized Schrödinger equation and simple models for semiconductor quantum wells

✍ Scribed by Boykin, Timothy B; Klimeck, Gerhard


Book ID
125534909
Publisher
Institute of Physics
Year
2004
Tongue
English
Weight
253 KB
Volume
25
Category
Article
ISSN
0143-0807

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Quantum derivatives and the Schrödinger
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We define a scale derivative for non-differentiable functions. It is constructed via quantum derivatives which take into account non-differentiability and the existence of a minimal resolution for mean representation. This justify heuristic computations made by Nottale in scale-relativity. In partic