Add to ORKGAs it is well-known, the classical isoperimetric problem on the plane claims to find a simple closured curve of the plane that bounds a maximal possible area. We shell concern with some discrete analog of this problem. It was proved in [1], that for any integer m
For a general family of graphs on Zn, we translate the edge-isoperimetric problem into a continuous ...
Abstract. We give a sharp lower bound on the area of a domain that can be enclosed by a closed embed...
The isoperimetric inequality says that the area of any region in the plane bounded by a curve of a f...
One of the most widely-known classical geometry problems is the so-called isoperimetric problem, one...
We consider a variant of what is known as the discrete isoperimetric problem, namely the problem of ...
. Necessary conditions of optimality are presented for a polynomial isoperimetric problem on a plane...
This article is a study of the solution set of a discrete isoperimetric problem. 1 Introduction and ...
We consider a variant of what is known as the discrete isoperimetric problem, namely the problem of ...
Given a number P, we study the following three isoperimetric problems introduced by Besicovitch in 1...
The discrete isoperimetric problem is to determine the maximal area polygon with at most k vertices ...
The isoperimetric problem is an exercise of classical geometry posing the following question. If a c...
Ofien some inleresting or simply curious points are lefi oul when developing a theory. It seems that...
The topic that I choose to study for this thesis was the isoperimetric problem which seeks to determ...
We described here all the maximal-sized subsets of the n-cube B n with respect to given diameter a...
The notion of strictly outward minimising hull is investigated for open sets of finite perimeter sit...
For a general family of graphs on Zn, we translate the edge-isoperimetric problem into a continuous ...
Abstract. We give a sharp lower bound on the area of a domain that can be enclosed by a closed embed...
The isoperimetric inequality says that the area of any region in the plane bounded by a curve of a f...
One of the most widely-known classical geometry problems is the so-called isoperimetric problem, one...
We consider a variant of what is known as the discrete isoperimetric problem, namely the problem of ...
. Necessary conditions of optimality are presented for a polynomial isoperimetric problem on a plane...
This article is a study of the solution set of a discrete isoperimetric problem. 1 Introduction and ...
We consider a variant of what is known as the discrete isoperimetric problem, namely the problem of ...
Given a number P, we study the following three isoperimetric problems introduced by Besicovitch in 1...
The discrete isoperimetric problem is to determine the maximal area polygon with at most k vertices ...
The isoperimetric problem is an exercise of classical geometry posing the following question. If a c...
Ofien some inleresting or simply curious points are lefi oul when developing a theory. It seems that...
The topic that I choose to study for this thesis was the isoperimetric problem which seeks to determ...
We described here all the maximal-sized subsets of the n-cube B n with respect to given diameter a...
The notion of strictly outward minimising hull is investigated for open sets of finite perimeter sit...
For a general family of graphs on Zn, we translate the edge-isoperimetric problem into a continuous ...
Abstract. We give a sharp lower bound on the area of a domain that can be enclosed by a closed embed...
The isoperimetric inequality says that the area of any region in the plane bounded by a curve of a f...