Agroforestry represents a sustainable land management practice, merging agricultural production with environmental stewardship. This study investigates the impact of agroforestry practices on crop yield and household ...

Let H be an in nite dimensional complex Hilbert space and B(H) be the space of all bounded linear operators on H. In this paper we give Certain Orthogonality Conditions for Finite Elementary Operators in Normed Spaces.

This study presents the design, implementation, and performance evaluation of optimization algorithms for adaptive traffic signal control within the context of large-scale traffic network simulation. The rapid urbanization ...

This paper investigates the geometry and norm-attainability of operators within various operator ideals, with a particular focus on the role of singular values and compactness. We explore the behavior of norm-attainable ...

This paper explores the norm attainment of compact operators on reflexive Banach spaces, emphasizing the interplay between geometric and structural properties. Key results include characterizations of norm attainment through ...

Let n be a positive integer, yn 􀀀 1 cyclotomic polynomial and Zq be a given finite field. In this study we determined the number of cyclic codes over Z31. First, we partitioned the cyclotomic polynomial yn 􀀀1 using cyclotomic ...

This paper presents a nonlinear spectral framework for analyzing monotone and nonexpansive operators in Banach and Hilbert spaces. We construct a nonlinear spectral resolution for maximal monotone operators using Yosida ...