The theory of single upper and lower tolerances for combinatorial minimization problems
has been formalized in 2005 for the three types of cost functions sum, product and …

The theory of single upper and lower tolerances for combinatorial minimization problems
was formalized in 2005 for the three types of cost functions sum, product, and maximum, and …

The tolerance of an element of a combinatorial optimization problem with respect to its
optimal solution is the maximum change of the cost of the element while preserving the …

The combinatorial optimization problem is deter mined by a quadruple {Γ, c, F, fc} of
parameters, where c: Γ→ R is a weight function on a universal set Γ, F is the set of …

The notion of a tolerance is a helpful tool for designing approximation and exact algorithms
for solving combinatorial optimization problems. In this paper we suggest a tolerance-based …

The notion of a tolerance is a helpful tool for designing approximation and exact algorithms
for solving combinatorial optimization problems. In this paper we suggest a tolerance-based …

Задача комбинаторной оптимизации определя ется четверкой параметров {Γ, c, F, fc},
где c: Γ→ R–весовая функция универсального множества Γ, F–множество допустимых …

Given a system of two bivariate polynomials, say f (x, y)= 0 A g (x, y)= 0, we may use a
computer program to approximate the roots numerically at runtime. Conventionally, this is …