The argument is based on 10 years of research on a range of motional, process-modeling, and visualization problems that involved offsetting, sweeping, and M-ops ...

Jan 1, 1999 · The argument is based on 10 years of research on a range of motional, process-modeling, and visualization problems that involved offsetting, ...

A computing strategy for applications involving offsets, sweeps, and Minkowski operations ... An efficient numerical method for computing the topological ...

P, Suresh, K., Voelcker, H. B., Zagajac, J., “A Computing Strategy for Applications Involving Offsets, Sweeps, and Minkowski Operations,” Computer Aided Design, ...

Voelcker, H.B. and Zagajac, J., 1999, “A computing strategy for applications involving offsets, sweeps, and Minkowski operations”, Computer-aided Design, Vol.

List of computer science publications by Eugene E. Hartquist. ... A computing strategy for applications involving offsets, sweeps, and Minkowski operations.

Offsetting operations are special cases of so-called Minkowski sums and ... Offsets of two-dimensional profiles, IEEE Computer Graphics and Applications 4.

(1999), A computing strategy for applications involving offsets, sweeps, and Minkowski operators, Comput. Aided Design 31, 175–183. [12] A. Kaul (1993) ...

Sweeping is a fundamental shape descriptor and involves a solid undergoing a one parameter family of rigid motions. The swept-volume is obtained as the infinite ...

Hartquist et al. [15] suggest a computing strategy for applications that use offsets, sweeps and Minkowski operations based on the ray-representation method.