New Homogeneous Ideals for Current Algebras: Filtrations, Fusion Products and Pieri Rules [PDF]
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Monoclonal antibodies for the early treatment of paediatric COVID-19 patients: a tangible contribution from hospital pharmacists in the lack of evidence. [PDF]
Trivellato S +4 more
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Monitoring MCS patients on the intensive care unit: integrating haemodynamic assessment, laboratory data, and imaging techniques for timely detection of deterioration and recovery. [PDF]
Vandenbriele C +8 more
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Symmetry and Pieri rules for the bisymmetric Macdonald polynomials
Bisymmetric Macdonald polynomials can be obtained through a process of antisymmetrization and $t$-symmetrization of non-symmetric Macdonald polynomials. Using the double affine Hecke algebra, we show that the evaluation of the bisymmetric Macdonald polynomials satisfies a symmetry property generalizing that satisfied by the usual Macdonald polynomials.
Concha, Manuel, Lapointe, Luc
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Lipoma management with a minimally invasive 1,444 nm Nd:YAG laser technique. [PDF]
Piccolo D +6 more
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Transition matrices and Pieri-type rules for polysymmetric functions
Asvin G and Andrew O’Desky recently introduced the graded algebra PΛ of polysymmetric functions as a generalization of the algebra Λ of symmetric functions. This article develops combinatorial formulas for some multiplication rules and transition matrix entries for PΛ that are analogous to well-known classical formulas for Λ.
Khanna, Aditya, Loehr, Nicholas A.
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Medico-Legal Issues in Cremation: Comparative Analysis of International Legislation. [PDF]
Di Lorenzo P +7 more
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Virological and Serological Assessment of US Army Trainees Isolated for Coronavirus Disease 2019. [PDF]
Hakre S +27 more
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Predictive Value of MR-proADM in the Risk Stratification and in the Adequate Care Setting of COVID-19 Patients Assessed at the Triage of the Emergency Department. [PDF]
Minieri M +18 more
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Pieri's rule for flag manifolds and Schubert polynomials
We establish the formula for multiplication by the class of a special Schubert variety in the integral cohomology ring of the flag manifold. This formula also describes the multiplication of a Schubert polynomial by either an elementary symmetric polynomial or a complete homogeneous symmetric polynomial.
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