Mirror Lake Management Plan

Management Plan and Comprehensive Lake Inventory of Mirror Lake in Wolfeboro and Tuftonboro, N

Bottom Schur functions

We give a basis for the space V spanned by the lowest degree part \hat{s}_\lambda of the expansion of the Schur symmetric functions s_\lambda in terms of power sums, where we define the degree of the power sum p_i to be 1. In particular, the dimension of the subspace V_n spanned by those \hat{s}_\lambda for which \lambda is a partition of n is equal to the number of partitions of n whose parts differ by at least 2. We also show that a symmetric function closely related to \hat{s}_\lambda has the same coefficients when expanded in terms of power sums or augmented monomial symmetric functions. Proofs are based on the theory of minimal border strip decompositions of Young diagrams.Comment: 16 pages, 13 figures To appear in the Electronic Journal of Combinatoric

A weighted decision matrix for outsourcing library services

A study, funded by Resource: The Council for Museums, Archives and Libraries, was undertaken in 2000-2001 to give an up-to-date view of the current experience of outsourcing and externalization in libraries, museums and archives. Case studies of purchasers recognized as pioneers in the field, and of providers, were undertaken. As a result, this weighted decision matrix was developed as a tool for judging the suitability of library services for outsourcing. Illustrations of potential uses are given

Understanding Bottom Production

We describe calculations of b b-bar production to next-to-next-to-leading order (NNLO) and next-to-next-to-leading logarithm (NNLL) near threshold in pp interactions. Our calculations are in good agreement with the b b-bar total cross section measured by HERA-B.Comment: contribution to the proceedings of Quark Matter'02, 4 pages, 1 .eps figure, uses special included style fil