10.5 Cartesian ovals in a parametric form as a first surface and general equation of stigmatic lenses
10.7 Cartesian ovals in a parametric form for an object at minus infinity
10.8 Cartesian ovals in an explicit form for an object at minus infinity
11 Algorithms for stigmatic design
11.1 Programs for chapter 6
11.1.1 Case: real finite object—real finite image
11.1.2 Case: real infinity object—real finite image
11.1.3 Case: real infinity object—virtual finite image
11.1.4 Case: real finite object—virtual finite image
11.1.5 Case: real finite object—real infinite image
11.1.6 Case: virtual finite object—real infinite image
11.1.7 Case: virtual finite object—virtual finite image
11.2.1 Case 1: real finite object—real finite image
11.2.2 Case 2: real infinity object—real finite image
11.2.3 Case 3: real infinity object—virtual finite image
11.2.4 Case 4: real finite object—virtual finite image
11.2.5 Case 5: real finite object—real infinite image
11.2.6 Case 6: virtual finite object—real infinite image
11.2.7 Case 7: virtual finite object—real finite image
11.2.8 Case 8: virtual finite object—virtual finite image
11.2.9 Case 9: real infinite object—real infinite image
11.3.1 Case 1: real finite object—real finite image
11.3.2 Case 2: real infinity object—real finite image
11.3.3 Case 3: real infinity object—virtual finite image
11.3.4 Case 4: real finite object—virtual finite image
11.3.5 Case 5: real finite object—real infinite image
11.3.6 Case 6: virtual finite object—real infinite image
11.3.7 Case 7: virtual finite object—real finite image
11.3.8 Case 8: virtual finite object—virtual finite image
11.3.9 Case 9: real infinite object—real infinite image
11.4.1 Case 1: real finite object—real finite image
11.4.2 Case 2: real infinity object—real finite image
11.4.3 Case 3: real infinity object—virtual finite image
11.4.4 Case 4: real finite object—virtual finite image
