Instructions for paper and extended abstract format – Liberec
... When applying Analytic Hierarchy Process (AHP) in decision making one usually meets two difficulties: when evaluating pair-wise comparisons on the nine point scale we do not incorporate uncertainty or when decision criteria are not independent as they should be. In this paper these difficulties are ...
... When applying Analytic Hierarchy Process (AHP) in decision making one usually meets two difficulties: when evaluating pair-wise comparisons on the nine point scale we do not incorporate uncertainty or when decision criteria are not independent as they should be. In this paper these difficulties are ...
noncommutative polynomials nonnegative on a variety intersect a
... The proof requires some of the heaviest results of this paper and is presented in §4.7. 1.5. Right Chip Spaces. We now introduce a natural class of polynomials needed for the proofs, chip spaces. Also we state our main theorems in terms of chip spaces since keeping track of the chip space where each ...
... The proof requires some of the heaviest results of this paper and is presented in §4.7. 1.5. Right Chip Spaces. We now introduce a natural class of polynomials needed for the proofs, chip spaces. Also we state our main theorems in terms of chip spaces since keeping track of the chip space where each ...
Introduction - Institut de Mathématiques de Marseille
... that f ∈ Cc∞ (L(Ak )) is decomposable and such that fv is cuspidal. Then for any elliptic element δ ∈ L(k), ...
... that f ∈ Cc∞ (L(Ak )) is decomposable and such that fv is cuspidal. Then for any elliptic element δ ∈ L(k), ...
a pdf file
... What can one say about the linear algebra of 2-by-2 and 3-by-3 matrices when the usual numbers are replaced with entries from a finite field? This simple question is enough to open up seemingly endless doors. In order to begin it may help to look back on the history of some of these topics. The firs ...
... What can one say about the linear algebra of 2-by-2 and 3-by-3 matrices when the usual numbers are replaced with entries from a finite field? This simple question is enough to open up seemingly endless doors. In order to begin it may help to look back on the history of some of these topics. The firs ...