Add to ORKGMax-algebra is an analogue of linear algebra developed for the pair of operations (;) = (max;+) over R [ f1g: There is a number of solution methods for solving the eigenproblem A x = x: On the other hand little seems to be known about the generalized eigenproblem A x
Abstract. Let a b = max(a; b); a b = a+ b; a; b 2 R ": = R [ f1g: In max-plus algebra we work ...
summary:We discuss the eigenvalue problem in the max-plus algebra. For a max-plus square matrix, the...
summary:A vector $x$ is said to be an eigenvector of a square max-min matrix $A$ if $A\otimes x=x$. ...
The max-plus algebra defined in the set ! [ f\Gamma1g is an algebra with two binary operations \Phi ...
AbstractIt is proved that, under certain conditions, an algorithm resembling the power algorithm in ...
AbstractLet a⊕b=max(a,b), a⊗b=a+b for a,b∈R:=R∪{−∞}. By max-algebra we understand the analogue of li...
In this paper we discuss a generalization of power algorithms over max-plus algebra. We are interest...
In this paper we discuss a generalization of power algorithms over max-plus algebra. We are interest...
Max-plus matrix polynomial eigenvalues provide a useful approximation to the order of magnitude of t...
In this article we introduce a new method, called a mutation method, for calculating max-eigenvector...
AbstractWe consider the generalized eigenvalue problemA⊗x=λB⊗x,x⩾0,x≠0,where A and B are (entrywise)...
Elsner L, van den Driessche P. Max-algebra and pairwise comparison matrices. Linear Algebra and its ...
Elsner L, van den Driessche P. On the power method in max algebra. In: Linear Algebra and its Appli...
The max-plus algebra defined with the set with two binary operations and , where , for all ...
AbstractThe max-eigenvector of a symmetrically reciprocal matrix A can be used to construct a transi...
Abstract. Let a b = max(a; b); a b = a+ b; a; b 2 R ": = R [ f1g: In max-plus algebra we work ...
summary:We discuss the eigenvalue problem in the max-plus algebra. For a max-plus square matrix, the...
summary:A vector $x$ is said to be an eigenvector of a square max-min matrix $A$ if $A\otimes x=x$. ...
The max-plus algebra defined in the set ! [ f\Gamma1g is an algebra with two binary operations \Phi ...
AbstractIt is proved that, under certain conditions, an algorithm resembling the power algorithm in ...
AbstractLet a⊕b=max(a,b), a⊗b=a+b for a,b∈R:=R∪{−∞}. By max-algebra we understand the analogue of li...
In this paper we discuss a generalization of power algorithms over max-plus algebra. We are interest...
In this paper we discuss a generalization of power algorithms over max-plus algebra. We are interest...
Max-plus matrix polynomial eigenvalues provide a useful approximation to the order of magnitude of t...
In this article we introduce a new method, called a mutation method, for calculating max-eigenvector...
AbstractWe consider the generalized eigenvalue problemA⊗x=λB⊗x,x⩾0,x≠0,where A and B are (entrywise)...
Elsner L, van den Driessche P. Max-algebra and pairwise comparison matrices. Linear Algebra and its ...
Elsner L, van den Driessche P. On the power method in max algebra. In: Linear Algebra and its Appli...
The max-plus algebra defined with the set with two binary operations and , where , for all ...
AbstractThe max-eigenvector of a symmetrically reciprocal matrix A can be used to construct a transi...
Abstract. Let a b = max(a; b); a b = a+ b; a; b 2 R ": = R [ f1g: In max-plus algebra we work ...
summary:We discuss the eigenvalue problem in the max-plus algebra. For a max-plus square matrix, the...
summary:A vector $x$ is said to be an eigenvector of a square max-min matrix $A$ if $A\otimes x=x$. ...