Orbit Structure of Grassmannian G2,m and a Decoder for Grassmann Code C(2, m). [PDF]
IEEE Trans Inf Theory, 2023 Piñero FL, Singh P.
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Lectures on equivariant Schubert polynomials
Advanced Studies in Pure Mathematics, 2018 The notes are aimed at a reasonably self-contained introduction to the theory of Schubert polynomials (in a wider sense) for all the classical Lie types in the setting of torus equivariant cohomology. As a powerful combinatorial device, we use the restriction maps to the set of torus fixed points throughout the lectures.
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Single-SEM Schubert Polynomials
We give a pattern-avoidance characterization of $w \in S_n$ such that the Schubert polynomial $\mathfrak{S}_w$ is a standard elementary monomial. This characterization tells us which quantum Schubert polynomials are easiest to compute. We solve a similar problem for complete homogeneous monomials.
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About-Weekly Pattern in the Dynamic Complexity of a Healthy Subject's Cellular Immune Activity: A Biopsychosocial Analysis. [PDF]
Front Psychiatry, 2022 Seizer L +5 more
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Real-time metabolic monitoring under exhaustive exercise and evaluation of ventilatory threshold by breathomics: Independent validation of evidence and advances. [PDF]
Front Physiol, 2022 Pugliese G +7 more
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Towards robust data-driven reduced-order modelling for turbulent flows: application to vortex-induced vibrations. [PDF]
Theor Comput Fluid Dyn, 2022 Schubert Y +3 more
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An Automated Toolchain for Camera-Enabled Sensing of Drinking Water Chlorine Residual. [PDF]
ACS ES T Eng, 2022 Schubert A +5 more
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Covexillary Schubert varieties and Kazhdan–Lusztig polynomials
Indagationes MathematicaeWe establish combinatorial and inductive formulas for Kazhdan-Lusztig polynomials associated to covexillary elements in classical types, extending results of Boe, Lascoux-Schützenberger, Sankaran-Vanchinathan, and Zelevinsky for Grassmannians of classical types.
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Combinatorial models for Schubert polynomials
, 2017 Schubert polynomials are a basis for the polynomial ring that represent Schubert classes for the flag manifold. In this paper, we introduce and develop several new combinatorial models for Schubert polynomials that relate them to other known bases including key polynomials and fundamental slide polynomials.
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Case Report: Endocrine, immune and disease dynamics in a patient with rheumatoid arthritis during flare and medication change. [PDF]
Front ImmunolSeizer L +6 more
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