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By Vasilios N. Stavrou
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Additional info for Quantum Dots: Theory and Applications
Sample text
2014). Theory of excitons formed from spatially separated electrons and holes in quasi-zero-dimensional semiconductor nanosystems. SOP Transactions Theoretical Physics. 1, 24 -35. , (2013). Biexcitons formed from spatially separated electrons and holes in quasi-zero-dimensional semiconductor nanosystems. Semiconductors. 47, 1626-1635. , (2014). Quasi-zero-dimensional nanostructures: Excitonic quasimole‐ cules. J. Appl. Chem. 2, 1- 4. , (1985). Macroscopic local charge states in ultradisper‐ sion media.
Rev. B47, 1383 (1993). A. Stinaff, D. Gammon, M. E. G. Tischler, and D. Park, Phys. Rev. B72, 035332(2005). Bednarek, Phys. Rev. B66, 165331 (2002). Petroff, Physica, E13, 114(2002). [45] D. Maksym, Phys. Rev. B47, 2244(1993). 5772/60685 Abstract The recent huge increase of the interest in the implementation of quantum information processing (QIP) focused an attention on the semiconductor quantum dots (QDs) as nano-systems with controllable quantum states both in charge and spin degrees of freedom.
Since then, extensive work has been carried out on (X-) inside the two-dimensional (2D) [wide quantum wells [7-11]] and quantum dots, which the first observations of the QD-confined charged excitons (trions) were performed on ensembles of the QDs [12]. There are many theoretical studies devoted to excitons [13-15] and trions [1625] in quantum dot. Most of such studies have treated and considered the spherical[26-28], lens shaped [29,30], square flat plated [31,32], and cylindrical [33,34] quantum dots.