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7  Articles
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A Latin square of order n is a square matrix with n di?erent numberssuch that numbers in each column and each row are distinct. Max-plus Algebra isalgebra that uses two operations, ? and ?. In this paper, we solve the eigenproblemfor Latin squares in Max-... see more

Continuing the previous articles on interpretation of the solutions obtained in the Analytic Hierarchy Process (AHP) and in the Analytic Network Process (ANP) with outer dependence, the current work considers a general ANP problem and shows that the solut... see more



We present a new construction of a symmetric arrow matrix from a particular spectral information: let ?1(n) be the minimal eigenvalue of the matrix and ?j(j) ,j=1,2,...,n the maximales eigenvalues of all leading principal submatrices of the... see more

Not only the local priority vectors but also the global synthesized priority vector for the alternatives can be obtained from the eigenproblem solution for the ANP supermatrix. This global priority vector retains the main property of any AHP vector – to... see more

Many interesting rare events in molecular systems, like ligand association, protein folding or conformational changes, occur on timescales that often are not accessible by direct numerical simulation. Therefore, rare event approximation approaches like in... see more

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