검색어 : 통합검색[Geometry Projective.]
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951
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Fundamental forms in the projective differential geometry of $m$-parametric families of hypersurfaces of the second order in the $n$-dimensional space
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Kawaguchi Akitsugu;
;
(Proceedings of the Imperial Academy,
v.3,
1927,
pp.310-314)
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952
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The Principles of Projective Geometry applied to the Straight Line and Conic. By. J. L. S. Hatton. Pp. x + 366. 10s. 6d. net. 1913. (Cam. Univ. Press.)
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Milne, John J.;
;
(The Mathematical gazette,
v.8,
1916,
pp.273-275)
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953
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The Methods of Plane Projective Geometry based on the use of General Homogeneous Coordinates. By E. A. Maxwell. Pp. 230. 13s. 6d. 1961. Students Edition. (Cambridge University Press)
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;
;
(The Mathematical gazette,
v.45,
1961,
pp.380-380)
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954
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Plane Geometry-An Account of the More Elementary Properties of the Conic Sections, treated by the Methods of Coordinate Geometry, and of Modern Projective Geometry, with Applications to Practical Drawing. By L. B. Benny, M.A., B.A.(Lond.), F.R.A.S. Pp. 336 + vi, with five portraits. 10s. 6d. 1922. (Blackie and Son.)
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;
;
(The Mathematical gazette,
v.11,
1922,
pp.128-129)
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955
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A survey of recent works with respect to a characterization of an (n, k, d; q)-code meeting the Griesmer bound using a min.hyper in a finite projective geometry
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Hamada, N.;
Deza, M.;
;
(Discrete mathematics,
v.77,
1989,
pp.75-87)
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956
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Cambridge Tracts in Mathematics and Mathematical Physics. (Cambridge University Press.) - No. 4. The Axioms of Projective Geometry. By A. N. Whitehead, Sc.D., F.R.S. 2s. 6d. net. - No. 5. The Axioms of Descriptive Geometry. By the same. 2s. 6d. net.
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F. S. M.,;
;
(The Mathematical gazette,
v.4,
1908,
pp.287-290)
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957
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A Course of Geometry for Colleges and Universities. By D. Pedoe. Pp. xvi, 449. £5. 1970. (Cambridge University Press.) - A Guide to Undergraduate Projective Geometry. By A. F. Horadam. Pp. xiii, 349. $9.50. 1970. (Pergamon Press, Australia.) - Miniquaternion Geometry. By T. G. Room and P. B. Kirkpatrick. Pp. viii, 176. £4. 1971. (Cambridge University Press.)
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Maxwell, E. A.;
;
(The Mathematical gazette,
v.56,
1972,
pp.261-261)
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958
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Differential geometry of conics in the projective space of three dimensions.—I. Fundamental theorem in the theory of a one-parameter family of conics
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Kawaguchi Akitsugu;
;
(Proceedings of the Imperial Academy,
v.4,
1928,
pp.255-258)
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959
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From linear algebra via affine algebra to projective algebra
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Bertram, Wolfgang;
Faculté
des Sciences, Institut Elie Cartan, Université
Nancy I, B.P. 239, 54506 Vandœuvre-lè
s-Nancy, Cedex, France;
(Linear algebra and its applications,
v.378,
2004,
pp.109-134)
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960.
- Path planning in image space for uncalibrated image-based visual servoing : 보정되지 않은 영상 기반 시각 제어를 위한 영상 공간상의 경로 계획
- 박재석
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Korea Advanced Institute of Science and Technology, 국내박사,
viii, 103p., 2003