After Sol LeWitt: Minimalist Line Generation via Geometric Transformations

① This example demonstrates how to generate a minimalist line pattern inspired by Sol LeWitt's artworks, using sequences, vectors, lines, and mirror transformations. ② Core mathematical concepts include line segments, straight lines, vectors, matrices (for reflection), sequence generation, and continuity (controlling density via parameters). ③ Construction highlights: from the summary, commands include Sequence (generating point lists), Vector (defining directions), Line (drawing base lines), and Mirror (applying symmetry); objects such as A, B, N, list1, C, u, list2, D, E, a, list1', list3, F, G, b, list1'', list4, H, v, list5, c are used, showing layered iterations and transformations. ④ Suitable for high school and above, this serves as an engaging case for integrating mathematics and art, and for teaching analytic geometry, transformations, and sequences.