In this paper, several inequalities for inclusion measures of convex bodies were obtained. The inclusion measure was proved to have concavity by considering the property of relative inner parallel body. © 2007 Shanghai University.link_to_subscribed_fulltex
This paper discusses measures of reflection symmetry for 3D convex sets which are based on Minkowski...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
textabstractThis paper discusses similarity and symmetry measures for convex shapes. Their definiti...
AbstractBy using the method of mixed volumes, we give sharp bounds for inclusion measures of convex ...
Our goal is to write an extended version of the notes of a course given by Olivier Guédon at the Po...
Curvature measure is one of the basic notion in the theory of convex bodies. Together with surface a...
Convexity is an important concept in optimization of functionals, and therefore in economics, in ope...
. A new kinematic formula for the support measures of convex bodies is proved. The underlying operat...
We discuss inequalities between measures of convex bodies implied by comparison of their projections...
International audienceMotivated by a long-standing conjecture of Polya and Szegö about the Newtonian...
This paper is devoted to similarity and symmetry measures for convex shapes whose definition is base...
Measures of convex body spanning sets are considered in the paper aiming at the refinement of consta...
Shape descriptors are used in many computer vision tasks. Convexity is one of the most widely used s...
Abstract. With any given convex body we associate three numbers that exhibit, respectively, its devi...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN030659 / BLDSC - British Library D...
This paper discusses measures of reflection symmetry for 3D convex sets which are based on Minkowski...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
textabstractThis paper discusses similarity and symmetry measures for convex shapes. Their definiti...
AbstractBy using the method of mixed volumes, we give sharp bounds for inclusion measures of convex ...
Our goal is to write an extended version of the notes of a course given by Olivier Guédon at the Po...
Curvature measure is one of the basic notion in the theory of convex bodies. Together with surface a...
Convexity is an important concept in optimization of functionals, and therefore in economics, in ope...
. A new kinematic formula for the support measures of convex bodies is proved. The underlying operat...
We discuss inequalities between measures of convex bodies implied by comparison of their projections...
International audienceMotivated by a long-standing conjecture of Polya and Szegö about the Newtonian...
This paper is devoted to similarity and symmetry measures for convex shapes whose definition is base...
Measures of convex body spanning sets are considered in the paper aiming at the refinement of consta...
Shape descriptors are used in many computer vision tasks. Convexity is one of the most widely used s...
Abstract. With any given convex body we associate three numbers that exhibit, respectively, its devi...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN030659 / BLDSC - British Library D...
This paper discusses measures of reflection symmetry for 3D convex sets which are based on Minkowski...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
textabstractThis paper discusses similarity and symmetry measures for convex shapes. Their definiti...
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