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Rashmi Verma

Publications and source records attributed to Rashmi Verma.

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KTBox: A Modular LaTeX Framework for Semantic Color, Structured Highlighting, and Scholarly Communication

The communication of technical insight in scientific manuscripts often relies on ad-hoc formatting choices, resulting in inconsistent visual emphasis and limited portability across document classes. This paper introduces ktbox, a modular LaTeX framework that unifies semantic color palettes, structured highlight boxes, taxonomy trees, and author metadata utilities into a coherent system for scholarly writing. The framework is distributed as a set of lightweight, namespaced components: ktcolor.sty for semantic palettes, ktbox.sty for structured highlight and takeaway environments, ktlrtree.sty for taxonomy trees with fusion and auxiliary annotations, and ktorcid.sty for ORCID-linked author metadata. Each component is independently usable yet interoperable, ensuring compatibility with major templates such as IEEEtran, acmart, iclr conference, and beamer. Key features include auto-numbered takeaway boxes, wide-format highlights, flexible taxonomy tree visualizations, and multi-column layouts supporting embedded tables, enumerations, and code blocks. By adopting a clear separation of concerns and enforcing a consistent naming convention under the kt namespace, the framework transforms visual styling from cosmetic add-ons into reproducible, extensible building blocks of scientific communication, improving clarity, portability, and authoring efficiency across articles, posters, and presentations.

cs.DL

Characteristic properties of $σ$-A-nuclei of a quasigroup

In this paper, we investigate the properties of $σ$-A-nuclei of a quasigroup including relations between them and relations between their respective component sets, where $σ\in S_3$. We also find connections between components of $σ$-A-nuclei of a quasigroup and components of $σ$-A-nuclei of the isostrophic images. Further, we investigate the properties of various inverse quasigroups using the derived connections. These properties will not only make the study of $σ$-A-nuclei of a quasigroup simple but also reduce the time required in the computation of $σ$-A-nuclei of a quasigroup for different values of $σ$.

math.GR