Add to ORKGAbstract. In this paper, we apply Zermelo’s problem of naviga-tion on Riemannian manifolds to Hermitian manifolds. Using a sim-ilar technique with which we define a Randers metric in a Finsler manifold by perturbing Riemannian metric with a vector field, we construct an (a, b, f)-metric in a Rizza manifold from a Hermitian metric and a given vector field. 1
AbstractWe consider a family of Riemannian submersions S2n+1×S2m+1→CPn×CPm parametrized by a functio...
In this thesis, we consider geometric properties of vector bundlesarising from algebraic and Hermiti...
Neste trabalho estudaremos a Geometria de Finsler. Em particular, estudaremos a Geometria de Randers...
One of the long standing problems in navigation is explained and the mathematical formulation using ...
One of the long standing problems in navigation is explained and the mathematical formulation using ...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
This paper is devoted to a study of geodesics of Finsler metrics via Zermelo navigation. We give a g...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
Thesis (Master's)--University of Washington, 2020In recent years, manifold learning has emerged as o...
Several applications in optimization, image, and signal processing deal with data belonging to matri...
WOS: 000422670000006In this chapter, we study Riemannian maps from almost Hermitian manifolds to Rie...
This thesis presents a study of Einstein Randers metrics. Initially introduced within the context o...
Some links between Lorentz and Finsler geometries have been developed in the last years, with applic...
As a generalization of holomorphic submersions, anti-invariant submersions and slant submersions, we...
AbstractWe consider a family of Riemannian submersions S2n+1×S2m+1→CPn×CPm parametrized by a functio...
In this thesis, we consider geometric properties of vector bundlesarising from algebraic and Hermiti...
Neste trabalho estudaremos a Geometria de Finsler. Em particular, estudaremos a Geometria de Randers...
One of the long standing problems in navigation is explained and the mathematical formulation using ...
One of the long standing problems in navigation is explained and the mathematical formulation using ...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
This paper is devoted to a study of geodesics of Finsler metrics via Zermelo navigation. We give a g...
In certain circumstances tools of Riemannian geometry are sufficient to address questions arising in...
Thesis (Master's)--University of Washington, 2020In recent years, manifold learning has emerged as o...
Several applications in optimization, image, and signal processing deal with data belonging to matri...
WOS: 000422670000006In this chapter, we study Riemannian maps from almost Hermitian manifolds to Rie...
This thesis presents a study of Einstein Randers metrics. Initially introduced within the context o...
Some links between Lorentz and Finsler geometries have been developed in the last years, with applic...
As a generalization of holomorphic submersions, anti-invariant submersions and slant submersions, we...
AbstractWe consider a family of Riemannian submersions S2n+1×S2m+1→CPn×CPm parametrized by a functio...
In this thesis, we consider geometric properties of vector bundlesarising from algebraic and Hermiti...
Neste trabalho estudaremos a Geometria de Finsler. Em particular, estudaremos a Geometria de Randers...