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Klaus Richter

Researcher at University of Regensburg

Publications -  356
Citations -  10404

Klaus Richter is an academic researcher from University of Regensburg. The author has contributed to research in topics: Semiclassical physics & Quantum. The author has an hindex of 52, co-authored 341 publications receiving 9448 citations. Previous affiliations of Klaus Richter include Augsburg College & University of Freiburg.

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Correlations between periodic orbits and their rôle in spectral statistics

TL;DR: In this article, the authors consider off-diagonal contributions to double sums over periodic orbits that arise in semiclassical approximations for spectral statistics of classically chaotic quantum systems and identify pairs of periodic orbits whose actions are strongly correlated.
BookDOI

Introducing Molecular Electronics

TL;DR: A summary of the current understanding of molecular electronics combined with selected state-of-the-art results at a level accessible to the advanced undergraduate or novice postgraduate can be found in this paper.
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The theory of two-electron atoms: between ground state and complete fragmentation

TL;DR: A review of the evolution of the understanding of correlated two-electron dynamics and its importance for doubly excited resonance states is presented in this article, with an emphasis on the concepts introduced.
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A central role of Arabidopsis thaliana ovate family proteins in networking and subcellular localization of 3-aa loop extension homeodomain proteins.

TL;DR: Systematic analysis of protein interactions of 3-aa loop extension (TALE) homeodomain proteins, fundamental regulators of plant meristem function and leaf development, revealed a highly connected, complex network that includes nine members of Arabidopsis thaliana ovate family proteins (AtOFPs), a plant-specific protein family, indicating a close functional connection to TALE homeodome proteins.
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Spin currents in rough graphene nanoribbons: universal fluctuations and spin injection.

TL;DR: It is found that nanoribbons with atomically straight, symmetric edges show zero spin conductance but nonzero spin Hall conductance, and only nanoriberbons with asymmetrically shaped edges give rise to a finite spin Conductance and can be used for spin injection into graphene.