Name
Affiliation
Papers
PER KRISTIAN LEHRE
University of Birmingham, Birmingham, United Kingdom
68
Collaborators
Citations 
PageRank 
82
627
42.60
Referers 
Referees 
References 
481
459
786
Search Limit
100481
Title
Citations
PageRank
Year
Self-adaptation via Multi-objectivisation: An Empirical Study.00.342022
Self-adaptation via Multi-objectivisation: A Theoretical Study00.342022
Fast Non-elitist Evolutionary Algorithms with Power-law Ranking Selection00.342022
Escaping Local Optima With Non-Elitist Evolutionary Algorithms00.342021
Preface To The Special Issue On Theory Of Genetic And Evolutionary Computation00.342021
More precise runtime analyses of non-elitist EAs in uncertain environments00.342021
Non-elitist evolutionary algorithms excel in fitness landscapes with sparse deceptive regions and dense valleys00.342021
Runtime analysis of population-based evolutionary algorithms00.342021
Runtime Analyses Of The Population-Based Univariate Estimation Of Distribution Algorithms On Leadingones00.342021
Parallel Black-Box Complexity With Tail Bounds10.352020
Self-Adaptation in Nonelitist Evolutionary Algorithms on Discrete Problems With Unknown Structure00.342020
Runtime analysis of the univariate marginal distribution algorithm under low selective pressure and prior noise00.342019
On the limitations of the univariate marginal distribution algorithm to deception and where bivariate EDAs might help.10.362019
Parallel Black-Box Complexity with Tail Bounds.00.342019
Level-Based Analysis of the Univariate Marginal Distribution Algorithm.30.382019
Runtime analysis of evolutionary algorithms - basic introduction - introductory tutorial at GECCO 2019.00.342019
Escaping Local Optima Using Crossover With Emergent Diversity.110.612018
Improved runtime bounds for the univariate marginal distribution algorithm via anti-concentration.60.462018
Tutorials at PPSN 2018.00.342018
Theoretical Analysis of Stochastic Search Algorithms.10.362017
Populations can be essential in tracking dynamic optima.70.482017
Runtime analysis of population-based evolutionary algorithms: introductory tutorial at GECCO 2017.10.362017
Runtime analysis of non-elitist populations: from classical optimisation to partial information80.542016
Escaping Local Optima using Crossover with Emergent or Reinforced Diversity.00.342016
Limits to Learning in Reinforcement Learning Hyper-heuristics.20.382016
Escaping Local Optima with Diversity Mechanisms and Crossover.100.522016
Runtime Analysis of Population-based Evolutionary Algorithms.00.342016
Evolution and Computing (Dagstuhl Seminar 16011).00.342016
Simplified Runtime Analysis of Estimation of Distribution Algorithms120.622015
Populations can be Essential in Dynamic Optimisation40.422015
Level-Based Analysis of Genetic Algorithms for Combinatorial Optimization00.342015
Evolution under partial information60.552014
Refined upper bounds on the expected runtime of non-elitist populations from fitness-levels80.612014
Concentrated Hitting Times of Randomized Search Heuristics with Variable Drift.230.852014
Runtime analysis of the (1+1) EA on computing unique input output sequences140.612014
Runtime analysis of selection hyper-heuristics with classical learning mechanisms80.492014
A Parameterised Complexity Analysis of Bi-level Optimisation with Evolutionary Algorithms.30.422014
Editorial for the Special Issue on Theoretical Foundations of Evolutionary Computation00.342014
Level-Based Analysis of Genetic Algorithms and Other Search Processes130.682014
Unbiased Black-Box Complexity Of Parallel Search250.732014
A runtime analysis of simple hyper-heuristics: to mix or not to mix operators190.832013
Runtime analysis of evolutionary algorithms: basic introduction10.522013
The generalized minimum spanning tree problem: a parameterized complexity analysis of bi-level optimisation40.452013
General Drift Analysis with Tail Bounds.191.322013
Editorial to the special issue on “Theoretical Foundations of Evolutionary Computation”00.342012
Black-box search by unbiased variation823.392012
On the Impact of Mutation-Selection Balance on the Runtime of Evolutionary Algorithms371.412012
Faster black-box algorithms through higher arity operators301.372011
Finite First Hitting Time versus Stochastic Convergence in Particle Swarm Optimisation50.522011
Non-uniform mutation rates for problems with unknown solution lengths120.702011
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