S. Pittner
Papers
1
Total Citations
7
H-Index
1
About
S. Pittner’s research centers on computational geometry and manufacturing optimization, with a particular focus on the analytical modeling of tool path generation for convex polygonal surfaces. Their most cited work, "Foundations for analytical models of staircase traversal of convex polygonal surfaces" (1997, 7 citations), establishes the mathematical groundwork for simulating the movement of a circular disk tool across such surfaces. In this paper, Pittner develops a rigorous model and algorithm for generating near-optimal tool paths in a staircase traversal pattern—a critical process in computer-aided manufacturing and surface finishing. By providing a formal analytical framework rather than relying solely on heuristic approaches, this contribution offers engineers and researchers a more precise method for minimizing path length and ensuring uniform coverage. Though Pittner’s citation count is modest, the work’s foundational nature has made it a reference point for subsequent studies in tool path planning and geometric optimization. This achievement highlights Pittner’s ability to bridge theoretical geometry with practical industrial applications, offering a clear, reproducible methodology that continues to inform advances in automated surface machining.
Research Focus
Key Achievements
Top Papers
- 1