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Li Chen

Researcher at University of Mannheim

Publications -  152
Citations -  3176

Li Chen is an academic researcher from University of Mannheim. The author has contributed to research in topics: Internal medicine & Limit (mathematics). The author has an hindex of 28, co-authored 128 publications receiving 2584 citations. Previous affiliations of Li Chen include University of Mainz & Chinese Academy of Sciences.

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Plant-Symbiotic Fungi as Chemical Engineers: Multi-Genome Analysis of the Clavicipitaceae Reveals Dynamics of Alkaloid Loci

TL;DR: The organization and dynamics of alkaloid loci and abundant repeat blocks in the epichloae suggested that these fungi are under selection for alkaloids diversification, and it is suggested that such selection is related to the variable life histories of the epICHloae, their protective roles as symbionts, and their associations with the highly speciose and ecologically diverse cool-season grasses.
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Analysis of a multidimensional parabolic population model with strong cross-diffusion

TL;DR: The global existence of a nonnegative weak solution to a multidimensional parabolic strongly coupled model for two competing species is proved and the main feature of the model is that the diffusion matrix is nonsymmetric and generally not positive definite.
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Analysis of a parabolic cross-diffusion population model without self-diffusion

TL;DR: In this article, the global existence of non-negative weak solutions to a strongly coupled parabolic system arising in population dynamics is shown based on a positivity-preserving backward Euler-Galerkin approximation, discrete entropy estimates, and L 1 weak compactness arguments.
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Rate of Convergence Towards Hartree Dynamics

TL;DR: In this paper, the difference between the many-body Schrodinger evolution in the mean-field regime and the effective nonlinear Hartree dynamics is at most of the order 1/N, for any fixed time.