Launois, Stéphane; Lopes, Samuel A. <i>et al.</i> - A Deleting Derivations Algorithm for Quantum Nilpotent Algebras at Roots of Unity

Mathematics

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This review is written under a significant handicap due to the absence of the abstract, which typically outlines the paper's methodology, key results,...

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Kleshchev, Alexander; Livesey, Michael - RoCK blocks for double covers of symmetric groups over a complete discrete valuation ring

Mathematics

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This review is based solely on the provided title, as the abstract was not supplied. Based on the title, "Kleshchev, Alexander; Livesey, Michael - Ro...

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Fiebig, Peter - Representations and binomial coefficients

Mathematics

Review:

The title "Fiebig, Peter - Representations and binomial coefficients" suggests an exploration at the intersection of two fundamental and richly interc...

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Bardy-Panse, Nicole; Hébert, Auguste <i>et al.</i> - Twin masures associated with Kac–Moody groups over Laurent polynomials

Mathematics

Review:

This paper, co-authored by Bardy-Panse, Hébert, *et al.*, announces a deep dive into the highly specialized area of algebraic group theory, specifical...

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Cheng, Shun-Jen; Wang, Weiqiang - Super duality for Whittaker modules and finite <span class="mathjax-formula formula-with-tex" data-tex="$W$">$W$</span>-algebras

Mathematics

Review:

The paper "Super duality for Whittaker modules and finite $W$-algebras" by Shun-Jen Cheng and Weiqiang Wang proposes an investigation into a fascinati...

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Oppermann, Steffen; Thomas, Hugh - Tropical coefficient dynamics for higher-dimensional cluster categories

Mathematics

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Bouaziz, Emile - Poisson vertex cohomology and Tate Lie algebroids

Mathematics

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This theoretical paper, as suggested by its title, delves into the sophisticated interplay between Poisson vertex cohomology and Tate Lie algebroids....

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Schopieray, Andrew - Modular fusion categories with few twists

Mathematics

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The paper "Modular fusion categories with few twists" by Andrew Schopieray appears to delve into a specialized but highly significant area of theoreti...

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Chandresh Prasad, Pradip Kumar Parida

Semilocal Convergence Analysis of the third order Newton-like method in Riemannian manifolds

Mathematics

In this paper, we present the semilocal convergence analysis of the third order Newton-like method in Riemannian manifolds. We study the convergence a...

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Karthikeyan Kadhavoor, Mohankumar Dharmaraj

Estimates for a subclass of starlike functions involving a exponential function

Mathematics

In this paper, a new class of analytic function is defined by using an analytic characterization which is influenced by the multiplicative derivative....

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