Fujio Yamaguchi - researchr alias

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Viewing Publication 1 - 21 from 21

2006

Shape Modeling ina Homogenized Geometric ParadigmFujio Yamaguchi, Yusuke Yanagase. smi 2006: 25 [doi]

2004

Efficient method of adaptive sign detection for 4 ast 4 determinants using a standard arithmetic processing unitToshiya Yamauchi, Norimasa Yoshida, Jun Doi, Fujio Yamaguchi. vc, 20(1):37-46, 2004. [doi]

1999

Space-Shared Communication Based on Truly 3D Information SpaceYoshiki Arakawa, Hideki Kakeya, Mitsuo Isogai, Kenji Suzuki, Fujio Yamaguchi. icip 1999: 31-35

1998

A shift of playground for geometric processing from euclidean to homogeneousFujio Yamaguchi. vc, 14(7):315-327, 1998. [doi]

1997

Some basic geometric test conditions in terms of Plücker coordinates and Plücker coefficientsFujio Yamaguchi, Masatoshi Niizeki. vc, 13(1):29-41, 1997. [doi]

1996

Geometric Computation Based on an Adaptive Data Length Computation ProcessorMasatoshi Niizeki, Makoto Yoshida, Tohru Kitamura, Fujio Yamaguchi. icgi 1996: 122 [doi]

Homogeneous bounding boxes as tools for intersection algorithms of rational bézier curves and surfacesAtsushi Yamada, Fujio Yamaguchi. vc, 12(4):202-214, 1996. [doi]

1994

A Geometric Newton Method for Interference Processing of Rational Curves and Surfaces in Homogeneous SpaceKiyoshi Matsumura, Atsushi Yamada, Fujio Yamaguchi. ima-ms 1996: 379-396

Projectively invariant intersection detections for solid modelingMasatoshi Niizeki, Fujio Yamaguchi. tog, 13(3):277-299, 1994. [doi]

Solid Modeling Based on a New ParadigmN. Yoshida, M. Shiokawa, Fujio Yamaguchi. cgf, 13(3):55-64, 1994.

1993

A New Paradigm for Geometric ProcessingFujio Yamaguchi, Masatoshi Niizeki. cgf, 12(3):177-188, 1993.

An adaptive, error-free computation based on the 4 x 4 determinant methodFujio Yamaguchi, Kenji Toshimitsu, Hiroaki Sato, Junichi Nakagawa. vc, 9(4):173-181, 1993.

1992

A Proposal for Geometric Processing of Rational Polynomial CurvesFujio Yamaguchi, Masatoshi Niizeki. ima-ms 1994: 295-323

1991

Recursion Relations for 4 × 4 Determinants Related to Rational Cubic Bézier CurvesFujio Yamaguchi, Masatoshi Niizeki, H. Fukunaga. In Pierre-Jean Laurent, Alain Le Méhauté, Larry L. Schumaker, editors, Curves and Surfaces. pages 505-510, Academic Press, 1991. [doi]

1988

Applications of the 4 x 4 determinant method and the POLYGON ENGINEFujio Yamaguchi, Susumu Tsuda, Tanio Nagasaki. vc, 4(4):176-187, 1988.

Curves and surfaces in computer aided geometric designFujio Yamaguchi. Springer, 1988.

1987

Theoretical foundations for the 4 x 4 determinant method in computer graphics and geometric modellingFujio Yamaguchi. vc, 3(2):88-97, 1987.

1985

A unified approach to interference problems using a triangle processorFujio Yamaguchi. siggraph 1985: 141-149 [doi]

A Solid Modeler with a 4 x 4 Determinant ProcessorFujio Yamaguchi, Toshiya Tokieda. cga, 5(4):51-59, 1985. [doi]

1984

A Unified Algorithm for Boolean Shape OperationsFujio Yamaguchi, Toshiya Tokieda. cga, 4(6):24-37, 1984. [doi]

1983

A solid modelling system: FREEDOM-IIFujio Yamaguchi, Toshiya Tokieda. cg, 7(3-4):225-232, 1983. [doi]

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