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Tiffany Bracelet in smaller partitions due to excessive
In continuation of the article [G.X. Liu, On the structure of tame basic Hopf algebras, J. Algebra 299 (2006) 841–853] we classify all radically graded basic Hopf algebras of tame type over an algebraically closed field of characteristic 0. The performances of Distributive Partitioned Sort (DPS) and Quicksort are compared empirically in a demand paging environment. It is found that DPS requires an amount of real memory equal to approximately 40 to 50% in its image size in order to run Tiffany Bracelet faster than Quicksort. The performance of DPS deteriorates rapidly in smaller partitions due to excessive page faulting, while that Tiffany Bracelet of Quicksort remains fairly constant. This year’s Achema fair in Frankfurt, Germany saw an 8.4% fall in participants while the total number of exhibitors was down 7.9% on the previous event held in the year 2000. For a periodic elastic composite which consists of a matrix and fibers with finite dimensions (i.e. a three-dimensional problem), here are given estimates for eigenfrequencies and eigenfunctions. Calculations are based on a new quotient which has been proposed by Nemat-Nasser. The periodic character of the eigenfrequencies is pointed out, and illustrative examples are given.