### Table 2: Squares of elements of projection vectors for tetrahedral data.

1995

"... In PAGE 22: ... The tetrahedral/noise data were put into an S matrix called tetra. Table2 shows squares of elements of the optimal projection solution arrived at after issuing the command: gt; results lt;- pp3(tetra, trim.action= quot;log quot;, limit=2.... In PAGE 23: ...ection 3.2). For example, the first column in Table 3 has most of its weight associated with the second original variable, the second column with the first original and the third column with the third original variable. This is easier than trying to interpret the vectors in Table2 . Once more it is impossible to properly show the three-dimensional projectionsolution(since the paper onlyhas 2 dimensions).... ..."

Cited by 8

### Table 3: Squares of elements of projection vectors for tetrahedral data after axis rotation.

1995

"... In PAGE 22: ...action of sqrt would work equally well. Table3 shows the squares of elements of the optimal projection solution after being subjected to the axes rotation procedure described in Section 3.5.... In PAGE 22: ...5. It is patently clear in Table3 that the three-dimensional pursuit has extracted the tetrahedral structure. It should be stressed at this point that the projection spaces defined by Tables 2 and 3 are exactly the same.... In PAGE 23: ...2). For example, the first column in Table3 has most of its weight associated with the second original variable, the second column with the first original and the third column with the third original variable. This is easier than trying to interpret the vectors in Table 2.... ..."

Cited by 8

### Table 1. Results for the hole shape optimization problem.

2005

"... In PAGE 10: ...structure. Table1 gives initial and final values of the design variables, the volume of the structure, and the maximum von Mises stress. A finite element model with over 127000 degrees of freedom gives to the final structure a maximum von Mises stress value of 635.... ..."

### Table 1: Squares of elements of principal components of tetrahedral data

1995

"... In PAGE 20: ... There is no single one- or two-dimensional projection that will give a complete idea of the true three-dimensional structure. The principal components of the tetrahedral data appear in Table1 ; in fact, the squares of the elements of the principal component are shown to emphasize the contribution of each element. The sum of each column is 1.... ..."

Cited by 8

### Table 1: Number of tetrahedral elements used for each model

2007

"... In PAGE 6: ... The remeshing of the distal femur and the implants must be performed prior to using the Boolean operation. Table1 summarizes the number of tetrahedral elements that were used for each model. Figure 6A shows the finite element mesh of the custom implant and distal femur.... ..."

### Table 3: Statistical data corresponding to the optimized three-dimensional unstructured tetrahedral mesh for the unit cube with a target edge length of 1=5.

1998

"... In PAGE 12: ....3 0.4 0.5 0.6 0.7 0.8 0.9 1 Tetrahedral Shape Measure Distribution of Aspect and Edge Ratios Aspect RatioEdge Ratio (d) Edge and Aspect Ratios Figure 5: Distribution of normalized edge lengths and tetrahedral volumes and of the six tetrahedral shape measures for the optimized three-dimensional unstructured tetrahedral mesh for the unit tetrahedron with a target edge length of 1=10. three-dimensional unstructured tetrahedral mesh are given in Table3 . The histograms corresponding to these data are in Fig.... ..."

### Table 4: Statistical data corresponding to the optimized three-dimensional unstructured tetrahedral mesh for the unit cube with a target edge length of 1=10.

1998

"... In PAGE 12: ...997 vertices, 12158 edges, 19598 faces and 9436 elements. See Fig. 6(b). The statistical data corresponding to this three-dimensional unstructured tetrahedral mesh are given in Table4... ..."

### Table 5: Statistical data corresponding to the optimized three-dimensional unstructured tetrahedral mesh for the unit sphere with a target edge length of 1=2:5.

1998

"... In PAGE 14: ...nd 580 elements. See Fig. 9(a). The statistical data corresponding to this three-dimensional unstructured tetrahedral mesh are given in Table5 .... ..."

### Table 1: Statistical data corresponding to the optimized three-dimensional unstructured tetrahedral mesh for the unit tetrahedron with a target edge length of 1=5.

1998

"... In PAGE 10: ...f 1=5 has 56 vertices, 230 edges, 300 faces and 125 elements. See Fig. 3(a). The statistical data corresponding to this three-dimensional unstructured tetrahedral mesh are given in Table1 . The histograms corresponding to these data are in Fig.... ..."

### Table 2: Statistical data corresponding to the optimized three-dimensional unstructured tetrahedral mesh for the unit tetrahedron with a target edge length of 1=10.

1998

"... In PAGE 10: ...f 1=10 has 309 vertices, 1606 edges, 2395 faces and 1097 elements. See Fig. 3(b). The statistical data corresponding to this three-dimensional unstructured tetrahedral mesh are given in Table2 . The histograms corresponding to these... ..."