Government Medical College

output

20062026

most citedConceptualizing Smart City Applications: Requirements, Architecture, Security Issues and Emerging Trends

269 citations

45 papers

math.RA2026

Typed Congruences and Quotient-Critical Irreducibility in Complete Ternary $Γ$ -Semirings

Chandrasekhar Gokavarapu, Madhusudhana Rao Dasari

We study congruences and binary reducibility in completely additive ternary $Γ$ -semirings through their two-sorted atomic cores. For an odd $m \geq 3$ , an abelian group $G$ of expone…

math.RA2026

Barr-Exactness and Congruence-Based Homological Algebra in Ternary $Γ$ -Semimodules

Chandrasekhar Gokavarapu, D Madhusudhana Rao

Let $T$ be a ternary $Γ$ --semiring and let $SMod_{T, Γ}$ be the category of ternary $Γ$ --semimodules with the intrinsic five--ary action $T\times Γ\times M \times Γ\times T…

cond-mat.mtrl-sci2026

Electrochemical Performance of Gold Monolayers for Lithium-Ion Batteries: A First Principles Study

Ajay Kumar, Pritam Samanta, Prakash Parida

Being motivated by recent synthesis of a monolayer of gold, named goldene, from the nano-laminated ternary ceramic phase of Ti3AuC2, we are proposing two phases of goldene viz. gol…

cond-mat.str-el2026★ 1 cited

Interface magnetic coupling and magnetization dynamic of La $_{2/3}$ Sr $_{1/3}$ MnO $_{3}$ single layer and (La $_{2/3}$ Sr $_{1/3}$ MnO $_{3}$ /SrRuO $_{3}$ ) $_{n}$ (n = 1, 5) superlattice on SrTiO $_{3}$ (001) substrate

Ilyas Noor Bhatti, Rachna Chaurasia, Kazi Rumanna Rahman +3

In this work, we investigate the structural, magnetic, and microwave magnetic dynamics of multilayered $[{\rm LSMO}/{\rm SRO}]_n$ heterostructures $(n = 1 \text{ and } 5)$ grow…

math.GM2025

Unified Geometric, Fuzzy, and Computational Framework for Ternary Gamma Semirings

Chandrasekhar Gokavarapu, D Madhusudhana Rao

Aim. This paper (Paper D) unifies the ideal-theoretic, computational, and homological layers developed in Papers A (Rao 2025), B (Rao 2025), and C (Rao 2025) into a geometric frame…

math.RA2025

Asymmetry in Spectral Graph Theory: Harmonic Analysis on Directed Networks via Biorthogonal Bases (Adjacency-Operator Formulation)

Chandrasekhar Gokavarapu

Classical spectral graph theory and graph signal processing rely on a symmetry principle: undirected graphs induce symmetric (self-adjoint) adjacency/Laplacian operators, yielding…

Typed Congruences and Quotient-Critical Irreducibility in Complete Ternary Γ-Semirings

Barr-Exactness and Congruence-Based Homological Algebra in Ternary Γ-Semimodules