Results 71 to 80 of about 4,910 (167)
Special Kähler geometry and holomorphic Lagrangian fibrations
Given a holomorphic Lagrangian fibration of a compact hyperkähler manifold, we use the differential geometry of the special Kähler metric that exists on the base away from the discriminant locus, and show that the pullback of the tangent bundle of the ...
Li, Yang, Tosatti, Valentino
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Flat-Parallel Minkowski Space and β-Change with α,β-Metric
The purpose of this paper is to examine the condition for a Finsler space with a generalized α,β-metric to be projectively flat. In addition, we establish that the Finsler space with generalized α,β-metric is a flat-parallel Minkowski space and derive ...
Brijesh Kumar Tripathi, Sadika Khan
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Integrating the Projective Transform with Particle Filtering for Visual Tracking
This paper presents the projective particle filter, a Bayesian filtering technique integrating the projective transform, which describes the distortion of vehicle trajectories on the camera plane.
Beghdadi A +3 more
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Projective crystal symmetry and topological phases
Quantum states naturally represent symmetry groups, though often in a projective sense. Intriguingly, the projective nature of crystalline symmetries has remained underexplored until very recently.
Chen Zhang, Shengyuan A. Yang, Y.X. Zhao
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Geometric structures for maximal representations and pencils
We study fibrations of the projective model for the symmetric space associated with $\operatorname {\mathrm {SL}}(2n,\mathbb {R})$ by codimension $2$ projective subspaces, or pencils of quadrics.
Colin Davalo
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Projective vector fields on exponential -metrics
This paper is devoted to the study of the projective algebra of a certain class of [Formula: see text]-metrics. The projective algebra of a Finsler space is a finite-dimensional Lie algebra with respect to the usual Lie bracket.
Seyedeh Yasaman Sadati, Mehdi Rafie-Rad
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On the Algebraic Geometry of Multiview
We study the multiviews of algebraic space curves X from n pin-hole cameras of a real or complex projective space. We assume the pin-hole centers to be known, i.e., we do not reconstruct them. Our tools are algebro-geometric.
Edoardo Ballico
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A projective approach to a language of landscape design
Building on the work of Kelly (1955) in personal construct psychology, and Peled (1976, I990) in ecoanalysis, this paper develops projective techniques-which use concepts of personal and phenomenological space-as a means for articulating approaches to ...
Catherine Ward Thompson
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A holographic connection between strings and causal diamonds
In this paper we explore ideas of holography and strings living in the d + 1 dimensional Anti-de Sitter space AdS d+1 in a unified framework borrowed from twistor theory. In our treatise of correspondences between geometric structures of the bulk AdS d+1,
Bercel Boldis, Péter Lévay
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