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Silja Meyer-Nieberg

Researcher at Bundeswehr University Munich

Publications -  55
Citations -  1013

Silja Meyer-Nieberg is an academic researcher from Bundeswehr University Munich. The author has contributed to research in topics: Evolutionary algorithm & Covariance matrix. The author has an hindex of 10, co-authored 54 publications receiving 897 citations. Previous affiliations of Silja Meyer-Nieberg include Technical University of Dortmund & University of Cologne.

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Journal ArticleDOI

Electric load forecasting methods: Tools for decision making

TL;DR: This article gives an overview over the various models and methods used to predict future load demands and their applications in the electricity sector.
Book ChapterDOI

Self-Adaptation in Evolutionary Algorithms

TL;DR: This chapter gives an overview over self-adaptive methods in evolutionary algorithms, a short history of adaptation methods, and empirical and theoretical research of self- Adaptation methods applied in genetic algorithms, evolutionary programming, and evolution strategies.
Journal ArticleDOI

Fuzzy prediction strategies for gene-environment networks – Fuzzy regression analysis for two-modal regulatory systems

TL;DR: The concept of fuzzy target-environment networks is introduced and various fuzzy possibilistic regression models are presented and the relation between the targets and/or environmental entities of the regulatory network is given in terms of a fuzzy model.
Journal ArticleDOI

Self-adaptation of evolution strategies under noisy fitness evaluations

TL;DR: The stochastic system dynamics is approximated on the level of the mean value dynamics and it will be shown that this is a peculiarity of the $$(1,\lambda)$$-ES and that intermediate recombination strategies do not suffer from such behavior.
Journal ArticleDOI

Aerial Vehicle Search-Path Optimization: A Novel Method for Emergency Operations

TL;DR: A first K-step-lookahead planning method that takes flight kinematic constraints into account and in which the target and platform state space are heterogeneous is proposed, which consists of a binary integer linear program that yields a physically feasible search-path, while maximizing the probability of detection.