Results 51 to 60 of about 113,978 (189)
The BGG Complex on Projective Space
We give a complete construction of the Bernstein-Gelfand-Gelfand complex on real or complex projective space using minimal ingredients.
Michael G. Eastwood, A. Rod Gover
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On some interpretation of linear frames in projective differential geometry
The centroprojective group, i. e. the stabilizer G of a fixed point A in the group GP(n) of projective transformations of n-dimensional projective space Pn (n > 1) is considered in the paper. Two faithful representations of the linear quotient group of G
A. Kuleshov
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Differentiable mapping of affine Q[m] and projective P[n] spaces (m>n)
The urgency of work is caused by necessity of detailed studying of differentiable mappings of multivariate space. The main aim of the research is to study differentiable mappings of V[m, n] of affine space Q[m] to projective space P[n] (m>n); to consider
Evgeniy Ivlev+2 more
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The theory of motions in generalized spaces is one of the directions in modern differential geometry. Such scientists as E. Cartan, P. K. Rashevsky, P. A. Shirokov, I. P. Egorov, A.Ya. Sultanov and other scientists were engaged in the study of movements
Glebova M. V. , Sultanov A.Ya.
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CL-Transformation on 3-Dimensional Quasi Sasakian Manifolds and Their Ricci Soliton
This paper explores the geometry of 3-dimensional quasi Sasakian manifolds under CL-transformations. We construct both infinitesimal and CL-transformation and demonstrate that the former does not necessarily yield projective killing vector fields.
Rajesh Kumar+2 more
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Weyl quadratic gravity as a gauge theory and non-metricity vs torsion duality
We review (non-supersymmetric) gauge theories of four-dimensional space-time symmetries and their quadratic action. The only true gauge theory of such a symmetry (with a physical gauge boson) that has an exact geometric interpretation, generates Einstein
C. Condeescu, D. M. Ghilencea, A. Micu
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Differential geometry of complex projective space curves
We give explicit formulas for the Gaussian curvature and other differential geometric functions of a holomorphic curve in complex projective space. It is proved that the curve is uniquely determined by these functions up to an isometry of the ambient space.
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Machine learning the dimension of a Fano variety. [PDF]
Coates T, Kasprzyk AM, Veneziale S.
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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 [PDF]
Akitsugu Kawaguchi
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