نتایج جستجو برای: interval comparison matrices
تعداد نتایج: 860991 فیلتر نتایج به سال:
This paper consists of three sections. In the first section an efficient method is used for decomposition of the canonical matrices associated with repetitive structures. to this end, cylindrical coordinate system, as well as a special numbering scheme were employed. In the second section, divide and conquer method have been used for eigensolution of these structures, where the matrices are in ...
We compare two established and a new method for the calculation of spectral bounds for Hessian matrices on hyperrectangles by applying them to a large collection of 1522 objective and constraint functions extracted from benchmark global optimization problems. Both the tightness of the spectral bounds and the computational effort of the three methods, which apply to C2 functions φ : R → R that c...
This paper reports an investigation into the use of evaluation as part of system safety research. Using a simple classification scheme based on the knowledge and evaluation components of research papers, we classify two years of papers at the IET System Safety conference. Our analysis indicates a significant mismatch between a small collection of observational research papers with strong evalua...
A novel, transfer-function solution of the Kalman-Bucy time-invariant filtering problem is presented. It is assumed that both message model and noise intensities are time invariant and that the mixture of message and noise has been observed over an infinite interval. This transfer-function approach is based on matrix fractions and spectral factorization of polynomial matrices. It offers an inte...
The research article by Foster et al. (2015) aimed to compare high intensity interval training (HIIT) protocols with steady state exercise and conclude that HIIT protocols are not superior to conventional exercise training in sedentary young adults. We would like to compliment the authors for the interesting work and findings, however, it is necessary to point out some relevant issues, especial...
We develop the theoretical foundation of a new representation of real numbers based on the in nite composition of linear fractional transformations (lft), equivalently the in nite product of matrices, with non-negative coe cients. Any rational interval in the one point compacti cation of the real line, represented by the unit circle S1, is expressed as the image of the base interval [0;1] under...
We develop the theoretical foundation of a new representation of real numbers based on the innnite composition of linear fractional transformations (lft), equivalently the innnite product of matrices, with non-negative coeecients. Any rational interval in the one point compactiication of the real line, represented by the unit circle S 1 , is expressed as the image of the base interval 0; 1] und...
We develop the theoretical foundation of a new representation of real numbers based on the innnite composition of linear fractional transformations (lft), equivalently the innnite product of matrices, with non-negative coeecients. Any rational interval in the one point compactiication of the real line, represented by the unit circle S 1 , is expressed as the image of the base interval 0; 1] und...
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