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2: Discrepancy in 2-d  

2: Discrepancy in 2-d  

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Figure 2.3: Triangular lattice in 2-d rectangular space  
Figure 2.4: Decomposition of an arbitrary rectangle into 2 d corners  
Figure 2.6: Distribution of random and quasi-random points in the 2-d...
Figure 2.1: Discrepancy in 1-d  
+7 Figure 2.2: Discrepancy in 2-d  
Evolutionary algorithms to compute lower bounds for the star discrepancy
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  • Dec 2011
Discrepancy is a numerical quantity to measure the irregularity of distribution of points in the d-dimensional space that has considerable theoretical and practical relevance. Various discrepancy notions have led to a wide range of applications in the field of optimization, combinatorics and many more. In this work, we focus on the star discrepancy...
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