Browsing by Subject "Induction"

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    Forging a potent vaccine adjuvant: CpG ODN/cationic peptide nanorings
    (Taylor & Francis Inc., 2014-07) Gungor, B.; Yagci, F. C.; Gursel, I.; Gursel, M.
    Type I interferon inducers may potentially be engineered to function as antiviral and anticancer agents, or alternatively, vaccine adjuvants, all of which may have clinical applications. We recently described a simple strategy to convert a Toll-like receptor 9 (TLR9) agonist devoid of interferon alpha (IFN alpha) stimulating activity into a robust Type I interferon inducer with potent vaccine adjuvant activity.
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    Kernels, inflations, evaluations, and imprimitivity of Mackey functors
    (Elsevier, 2008-03-01) Yaraneri, E.
    Let M be a Mackey functor for a finite group G. By the kernel of M we mean the largest normal subgroup N of G such that M can be inflated from a Mackey functor for G / N. We first study kernels of Mackey functors, and (relative) projectivity of inflated Mackey functors. For a normal subgroup N of G, denoting by PH, VG the projective cover of a simple Mackey functor for G of the form SH, VG we next try to answer the question: how are the Mackey functors PH / N, VG / N and PH, VG related? We then study imprimitive Mackey functors by which we mean Mackey functors for G induced from Mackey functors for proper subgroups of G. We obtain some results about imprimitive Mackey functors of the form PH, VG, including a Mackey functor version of Fong's theorem on induced modules of modular group algebras of p-solvable groups. Aiming to characterize subgroups H of G for which the module PH, VG (H) is the projective cover of the simple K over(N, -)G (H)-module V where the coefficient ring K is a field, we finally study evaluations of Mackey functors. © 2007 Elsevier Inc. All rights reserved.
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    Mackey functions, induction from restriction functors and coinduction from transfer functors
    (Academic Press, 2007-09-01) Coskun, O.
    Boltje's plus constructions extend two well-known constructions on Mackey functors, the fixed-point functor and the fixed-quotient functor. In this paper, we show that the plus constructions are induction and coinduction functors of general module theory. As an application, we construct simple Mackey functors from simple restriction functors and simple transfer functors. We also give new proofs for the classification theorem for simple Mackey functors and semisimplicity theorem of Mackey functors. © 2007 Elsevier Inc. All rights reserved.
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    A systematic analysis of category learning: effects of different learning strategies and task characteristics
    (2019-06) Solmaz, Elif Cemre
    Many studies showed that organization of study materials has a strong effect on learning performance (Kornell & Bjork, 2008). The current study compared category learning performance through blocked and interleaved learning conditions, using verbal (Experiment 1) and pictorial (Experiment 2) materials. Participants were assigned to one of three conditions at encoding phase: blocked, interleaved, and semi-interleaved learning conditions. In blocked learning, participants studied four exemplars of the same category within the same trial, and categories were blocked across trials. In interleaved learning, participants studied one exemplar from four different categories within the same trial, and categories were interleaved across trials. In semi-interleaved learning, participants studied four exemplars of the same category within the trial, but categories were interleaved across trials. At testing phase, participants were tested on old and novel exemplars of the categories that they studied and were asked to identify the category of each exemplar. Lastly, they were tested on explicit understanding of categories. Both Experiment 1 and 2 revealed that participants produced the highest learning performance in the semi- interleaved learning condition. Learning similarities within the same trial and learning differences across trials might lead to the most optimal learning strategy for category learning, regardless of the type of stimuli used.
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    Vladimir propp ve masalın biçimbilimi
    (2002) Dündar, Hülya
    In this paper Vladimir Propp's book entitled Morphology of the Folktale is analyzed in terms of its theory, methods, and sources. In addition, Umay Günay's work entitled Elaziğ Masallari is mentioned as the first application of Propp's method in Turkey.