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Krink, T., Mayoh, B. H., and Michalewicz, Z. (1999). A PATCHWORK Model for Evolutionary Algorithms with Structured and Variable Size Populations. In Banzhaf et al., editors, Proceedings of the Genetic and Evolutionary Computation Conference, volume 2, pages 1321-1328.

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Applying Self-Organized Criticality to the Diffusion Model - Rickers, Thomsen, Krink (2000)   (Correct)

.... CGA) which represents space by a xed lattice topology, where individuals may only mate with their immediate neighbors (Whitley, 1993) and (B ack et al. 1997, part C6.4) A more recent approach is the patchwork model, which is a hybrid system of a multi agent system and an evolutionary algorithm (Krink et al. 1999) (Krink and Ursem, 2000) Here, the neighborhood topology between individuals is exible and selforganized. A related recent approach is the religionbased JihadEA, where individuals are divided into religions and individuals can convert individuals of other religions to their own belief. Thomsen ....

Krink, T., Mayoh, B. H., and Michalewicz, Z. (1999). A PATCHWORK Model for Evolutionary Algorithms with Structured and Variable Size Populations. In Banzhaf et al., editors, Proceedings of the Genetic and Evolutionary Computation Conference, volume 2, pages 1321-1328.


Trade-offs in the Communication of Cooperative Agents - Krink (2000)   Self-citation (Krink)   (Correct)

....to reproduce and to transfer its genes to its o spring when its energy budget exceeded a certain threshold. The energy budget was increased by successful food intake and decreased by costs for metabolic maintenance and movement. Moreover, each modeled sparrow was controlled by a MotivationNetwork (Krink et al. 1999), which simulated the decision making process of the real sparrows based on shifting priorities and motivations. The design of the MotivationNetwork was determined by the sparrow s genotype, which encoded the functional relationship between the sensor input signals and the motivation for the ....

Krink, T., Mayoh, B. H., and Michalewicz, Z. (1999). A patchwork model for evolutionary algorithms with structured and variable size populations. In Wolfgang Banzhaf, e. a., editor, Proc. of GECCO, volume 2, pages 1321-1328.

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