4,386 research outputs found

    Pairs of Noncrossing Free Dyck Paths and Noncrossing Partitions

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    Using the bijection between partitions and vacillating tableaux, we establish a correspondence between pairs of noncrossing free Dyck paths of length 2n2n and noncrossing partitions of [2n+1][2n+1] with n+1n+1 blocks. In terms of the number of up steps at odd positions, we find a characterization of Dyck paths constructed from pairs of noncrossing free Dyck paths by using the Labelle merging algorithm.Comment: 9 pages, 5 figures, revised version, to appear in Discrete Mathematic

    TRACKING THE EVOLUTION OF E-GROCERS: A QUANTITATIVE ASSESSMENT

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    Forecasts of the proportion of food retailing likely to be conducted over the Internet remain small, perhaps only contributing 2 percent of sales. One reason for this low market share is the challenge E-Grocers face in developing strategies which respond to four key areas of interest to consumers: signals of firm quality; signals of product quality; the range of products offered; and service, or customer-relationship management (CRM). Careful attention to these consumer concerns is important in all retail relationships–-online or offline. This paper compares indicators of these factors across U.S. E-Grocers. A quantitative four-period ranking of online food-retailing strategies is presented for the nascent industry. Data from the third and fourth quarters of 2001, the fourth quarter of 2002, and the first quarter of 2004 provide the basis of this discussion. After initial setbacks, data show traditional ("“bricks”") grocery retailers successfully developing online strategies. Firms not primarily focused on groceries exited the E-Grocery sector, while the development of specialty food suppliers blurred the concept of online food retailing. Gaps in current strategies are indicated using content analyses of E-Grocery web sites.Agribusiness,

    Ohio apple production: national market perspectives

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    Attraction of Adult Chironomidae (Diptera) to Incandescent Light Under Laboratory Conditions

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    The attraction of three chironomid species, Glyptotendipes paripes Edwards, Chironomus crassicaudatus Malloch, and Polypedilum halterale (Coquillett), to incandescent light of different colors and wattages was studied. Field-captured adults were released from the center of a dark room (9 by 9 m) equipped with a New Jersey light trap in each corner. The effects of color were determined by using 100-W lamps of red, orange, yellow, green, blue, and white. The effects of light intensity were studied by using 100, 60, 40, and 25-W white lamps. Measurements of light intensity of each lamp were taken. Among the colors tested in two separate combinations, white light attracted the maximum numbers of adults and red light the least. The three species exhibited a similar behavior. Among white light of different intensities, the maximum attraction of G. paripes occurred toward the highest intensity and the minimum toward the lowest intensity. The midge species responded more to the quantity (power or intensity) than to the quality (color or wavelength) of ligh

    Staircase polygons: moments of diagonal lengths and column heights

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    We consider staircase polygons, counted by perimeter and sums of k-th powers of their diagonal lengths, k being a positive integer. We derive limit distributions for these parameters in the limit of large perimeter and compare the results to Monte-Carlo simulations of self-avoiding polygons. We also analyse staircase polygons, counted by width and sums of powers of their column heights, and we apply our methods to related models of directed walks.Comment: 24 pages, 7 figures; to appear in proceedings of Counting Complexity: An International Workshop On Statistical Mechanics And Combinatorics, 10-15 July 2005, Queensland, Australi
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