期刊： ADVANCES IN GEOMETRY, 2021; 21 (2)
Studying geodesic orbit Randers metrics on spheres, we obtain a complete classification of such metrics. Our method relies upon the classification of ......
期刊： ADVANCES IN GEOMETRY, 2021; 21 (3)
A cage is the 1-skeleton of a convex polytope in R-3. A cage is said to hold a set if the set cannot be continuously moved to a distant location, rema......
期刊： ADVANCES IN GEOMETRY, 2019; 19 (2)
We study global obstructions to the eigenvalues of the Ricci tensor on a Riemannian 3-manifold. As a topological obstruction, we first show that if th......
期刊： ADVANCES IN GEOMETRY, 2019; 19 (3)
A new family of ellipsoids associated with a pair of convex bodies in R-n is introduced, which extends the classical John ellipsoids and the evolved L......
期刊： ADVANCES IN GEOMETRY, 2019; 19 (4)
To study the splitting of nodal plane curves with respect to contact conics, we define the splitting type of such curves and show that it can be used ......
期刊： ADVANCES IN GEOMETRY, 2018; 18 (1)
Let q be an odd prime power. We prove that a planar function f from F-q to itself can be written as an affine Dembowski-Ostrom polynomial if and only ......
期刊： ADVANCES IN GEOMETRY, 2018; 18 (2)
By studying the volumes of generalized difference bodies, this paper presents the first nontrivial lower bound for the lattice covering density by n-d......
期刊： ADVANCES IN GEOMETRY, 2018; 18 (3)
We investigate a class of complex Finsler metrics on a domain D subset of C-n. Necessary and sufficient conditions for these metrics to be strongly ps......
期刊： ADVANCES IN GEOMETRY, 2018; 18 (3)
In this paper, we consider a special class of solvable Lie groups such that for any x, y in their Lie algebras, [x, y] is a linear combination of x an......
期刊： ADVANCES IN GEOMETRY, 2018; 18 (3)
Let X be a Stein manifold with an anti-holomorphic involution tau and nonempty compact fixed point set X-tau. We show that X is diffeomorphic to the n......
