Affine and Projective Universal Geometry. 2006.Affine and projective universal geometry," arXiv:math/0612499, p. 22, December 2006.Wildberger N.J.: Affine and projective universal geometry. arXiv:math.MG/0612499v1 18Dec (2006)N. J. Wildberger, Affine and projective universal geometry, preprint...
and Projective GroupsFundamental Theorem of the Projective GeometryOne-dimensional Projective GeometryComments Affine Spaces and Affine Groups Fundamental Theorem of the Affine Geometry Projective Spaces and Projective Groups Fundamental Theorem of the Projective Geometry One-dimensional Projective Geometry Comments...
the authors have concentrated on the significant features of the subject and their relationship and application to such areas as Riemannian, Euclidean, Lorentzian and projective differential geometry. In so doing, they also provide a modern introduction to the last. Some of the important geometric sur...
H. Havlicek, V. Pambuccian, On the axiomatics of projective and affine geometry in terms of line intersection, Results Math. 45 (2004) 35-44.H. Havlicek, V. Pambuccian, On the axiomatics of projective and affine geometry in terms of line intersection, Result. Math. 45 (2004) 35-44...
projective geometryactive inferencebehavioural sciencevirtual humansnavigationemotionRelating explicit psychological mechanisms and observable behaviours is a central aim... D Rudrauf,G Sergeant-Perhtuis,YTMDG Belli - 《Acm Transactions on Interactive Intelligent Systems》 被引量: 0发表: 2023年 The maximal...
A New Foundation Of Non- Euclidean, Affine, Real Projective and Euclidean Geometry The concepts of the non-Euclidean plane geometry can be defined in terms of the notions joining and intersecting of geometric entities as follows: 1 We ca... K Menger 被引量: 0发表: 2002年 The Geometry of ...
Totten and P. De Witte (Math. Z. 137, 1974, 173–183). For dim P ⩾ 3 and at least four points on every line, a semiaffine space (P, L) can be embedded in a projective space. The semiaffine spaces in which there exist lines with only two points will also be classified....
Shaked, "On projective invariant smoothing and evolutions of planar curves and polygons," CIS Rep. 9328, Technion-Israel Inst. Technol. haifa 3200, Israel. A.M. Bruckstein, R.J. Holt, A.N. Netraveli, and T.J. Richardson, "Invariant signatures for planar shape recognition under partial...
View PDFReferences [1] P. Baumann, C. Kassel The Hall algebra of the category of coherent sheaves on the projective line J. Reine Angew. Math., 533 (2001), pp. 207-233 View in ScopusGoogle Scholar [2] J. Beck Braid group actions and quantum affine algebras Comm. Math. Phys., 165...
smoothveryaffinevarieties.Forveryaffinevarietiessatisfyingagenericitycondition atinfinity,theresultisfurtherstrengthenedtorelatethevarietyofcriticalpoints totheChern–Schwartz–MacPhersonclass.Thestrengthenedversionrecoversthe geometricdeletion–restrictionformulaofDenhametal.forarrangementcomplements, andgeneralizesKouch...