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In this study, structured interviews versus unstructured interviews will be tested to determine 1) validity for job aptitude and performance and 2) confidence in candidate assessment ratings. The study will examine the relationship between predictive accuracy and the type of interview. First, participants will be divided into two groups. Second, the participants will view randomly assigned videos of five interviews recording from selected candidates. Third, participants will be asked to rate each aptitude for each candidate and assess the accuracy of their ratings based on pre-recorded data.

Violin varnishes are known to alter the longitudinal and radial material properties of violin tonewood. Here, the varnish-induced changes in the vibrational and elastic properties of spruce and maple wood were studied by modal analysis of rectangular plates. This contact-free investigation yields the eigenfrequencies and corresponding mode shapes and modal damping ratios of multiple out-of-plane modes. The longitudinal and radial E-modulus and the in-plane shear modulus were determined by an inverse material property determination process. The influence of traditional European varnish materials and different coating build-ups, comprising alcohol-based as well as oil-based varnishes, was studied during their application and for several months during drying and aging of the multi-layered systems. The evolutions of the changes induced by the different varnishes were rather similar and, except for modal damping, less pronounced for maple than for spruce. For the latter, the longitudinal E-modulus was slightly decreased while the shear modulus and radial E-modulus were increased after 18 months. The strong increases in modal damping ratios shortly after applying the coating systems (up to 150%) were reduced over time but remained significant for the time-span studied. However, also small differences between the influence of different coating systems and varnish materials on the amplitude of the induced changes became apparent.

Shuffles are n-multipermutations with suit multiplicities given by a subset R of {1,..,n-1}. Their inverses are ordered partitions of {1,..,n} whose block sizes derive from R. These "R-permutations" depict the min length coset reps for the quotient of S_n by the parabolic subgroup W_J, with J the complement of R. We refer to those that blockwise avoid the pattern 312 as "312-avoiding R-permutations" and define the "parabolic R-Catalan number" to be the number of them. Let lambda be a partition of N with at most n parts whose set of shape column lengths less than n is R. We show that the number of flagged Schur functions formed on the shape of lambda is this parabolic R-Catalan number, and list over a dozen other phenomena that are enumerated by it. Let pi be an R-permutation. We view the Demazure character (key polynomial) indexed by (lambda,pi) as the sum of the content weight monomials for our "pi-Demazure" semistandard tableaux of shape lambda with entries from {1,..,n}. We show that the set of these tableaux is convex in Z^N if and only if pi is a 312-avoiding R-permutation. A flagged Schur function is the sum of the content weight monomials for the semistandard tableaux of shape lambda whose entries are row-wise bounded by a given weakly increasing n-tuple. We consider general row bound sums for which the bounds may be any n-tuple. Reiner and Shimozono and then Postnikov and Stanley obtained results concerning coincidences between flagged Schur functions and Demazure characters: when lambda is strict, the flagged Schur functions exactly coincide with the 312-avoiding Demazure characters. For general lambda we introduce precise indexing sets of n-tuple bounds for the row bound sums. This and our convexity results are used to sharpen their coincidence results, to extend them to general row bound sums, and to show they hold at the deeper level of coinciding underlying tableau sets., Comment: 49 pages with 2 figures, plus a 2 page table of symbols for 51 pages total. Inserted figures for two proofs, appended Added Note, appended summary paragraph to introduction, merged Corollary 11.3 into Theorem 11.1, and polished here and there

There are several combinatorial methods that can be used to produce type A Demazure characters (key polynomials). The alcove path model of Lenart and Postnikov provides a procedure that inputs a semistandard tableau $T$ and outputs a saturated chain in the Bruhat order. The final permutation in this chain determines a family of Demazure characters for which $T$ contributes its weight. Separately, the right key of $T$ introduced by Lascoux and Sch\"utzenberger also determines a family of Demazure characters for which $T$ contributes its weight. In this paper we show that the final permutation in the chain produced by the alcove model corresponds bijectively to the right key of the tableau. From this it follows that the generating sets for the Demazure characters produced by these two methods are equivalent., Comment: 8 pages, 1 figure, 6/15/15

This paper discusses algorithms for creating enhanced-resolution images from satellite earth remote sensing data. The well-known ART and MART algorithms are discussed, as well as a new class of algorithms-column-normalized algorithms. The SART algorithm is studied as an example of a column-normalized algorithm and is compared structurally to the SIR algorithm to help explain SIR's success at remote sensing image reconstruction. Several reconstruction algorithms are then compared using both simulated and real satellite radiometer data sets.

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Systematic Review Center for Laboratory animal Experimentation Protocol for. (PDF 459 kb)

Search terms used in MEDLINE's PubMed. (DOCX 11 kb)

Systematic Review Center for Laboratory animal Experimentation Protocol for. (PDF 459 kb)