Showing 401 - 420 results of 581 for search 'Kirtan~', query time: 1.33s Refine Results
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    Identification of CβS and ODC antimony resistance markers in anthroponotic cutaneous leishmaniasis field isolates by gene expression profiling by Farzaneh Zarrinkar, Iraj Sharifi, Razieh Tavakoli Oliaee, Ali Afgar, Elaheh Molaakbari, Mehdi Bamorovat, Zahra Babaei, Ebrahim Eskandari, Ehsan Salarkia, Marzieh Asadi

    Published 2025-02-01
    “…Twenty-six patients were randomly selected from widely known foci of anthroponotic cutaneous leishmaniasis in southeastern Iran. Written informed consent of the patients was obtained. …”
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    The Toda-Weyl mass spectrum by Martin T. Luu

    Published 2025-03-01
    “…The masses of affine Toda theories are known to correspond to the entries of a Perron-Frobenius eigenvector of the relevant Cartan matrix. The Lagrangian of the theory can be expressed in terms of a suitable eigenvector of a Coxeter element in the Weyl group. …”
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    Using Personality Type Preferences to Enhance Team Work in Extension Programs by J. Brianne Bird, Alexa J. Lamm, Hannah Carter

    Published 2016-10-01
    “…It also covers the Myers-Briggs personality type indicator, True Colors personality type indicator, and the Kirton Adaption Innovation Inventory. Written by J. …”
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    Using Personality Type Preferences to Enhance Team Work in Extension Programs by J. Brianne Bird, Alexa J. Lamm, Hannah Carter

    Published 2016-10-01
    “…It also covers the Myers-Briggs personality type indicator, True Colors personality type indicator, and the Kirton Adaption Innovation Inventory. Written by J. …”
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    The Rank-One property for free Frobenius extensions by Bellamy, Gwyn, Thiel, Ulrich

    Published 2023-10-01
    “…A conjecture by the second author, proven by Bonnafé–Rouquier, says that the multiplicity matrix for baby Verma modules over the restricted rational Cherednik algebra has rank one over $\mathbb{Q}$ when restricted to each block of the algebra.In this paper, we show that if $H$ is a prime algebra that is a free Frobenius extension over a regular central subalgebra $R$, and the centre of $H$ is normal Gorenstein, then each central quotient $A$ of $H$ by a maximal ideal $\mathfrak{m}$ of $R$ satisfies the rank-one property with respect to the Cartan matrix of $A$. Examples where the result is applicable include graded Hecke algebras, extended affine Hecke algebras, quantized enveloping algebras at roots of unity, non-commutative crepant resolutions of Gorenstein domains and 3 and 4 dimensional PI Sklyanin algebras.In particular, since the multiplicity matrix for restricted rational Cherednik algebras has the rank-one property if and only if its Cartan matrix does, our result provides a different proof of the original conjecture.…”
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