A. S. Holik

Papers

Total Citations

H-Index

About

A. S. Holik is a pioneer in optical metrology and three-dimensional surface reconstruction, best known for foundational work in automatic moiré contouring. Their seminal 1984 paper, cited 49 times, introduced a method to automatically reconstruct 3-D surfaces from 2-D moiré patterns, crucially extending the technique to resolve ambiguous fringe patterns through object displacement. This innovation enabled robust, non-contact surface measurement with applications spanning industrial inspection, CAD/CAM, microscopy, and robot vision—laying groundwork for modern structured-light and fringe-projection systems. Holik’s contributions bridged classical interferometry and computational imaging, demonstrating how fringe analysis could be automated for practical engineering use. While their citation count reflects a focused, high-impact niche, the work remains a touchstone in optical shape measurement, often cited in studies on automated inspection and 3-D sensing. Holik’s research exemplifies how a single, elegantly solved problem—interpreting ambiguous moiré fringes—can ripple across robotics, manufacturing, and biomedical imaging, inspiring subsequent advances in real-time surface profiling and non-destructive testing.