This book gathers revised and extended versions of the best papers presented at the Global Joint Conference on Industrial Engineering and Its Application Areas (GJCIE 2024), held in/from Antalya, Turkey, on August 7-9, ...

In this paper, we investigate the similarity transformations in the Minkowski n-space. We study the geometric invariants of nonnull curves under the similarity transformations. Besides, we extend the fundamental theorem ...

The regularity properties of nonlo cal elliptic equations are investigated in abstract weighted Lp spaces. Here, we find sufficient conditions that guarantee the separability of the linear problems. We prove that the ...

Predictive maintenance (PdM) has become one of the most effective approaches for enhancing the longevity of industrial assets and minimizing the costs associated with their failure. This study aims to design and evaluate ...

In this paper, we examine eigenvalue problem of a rotation matrix in Minkowski 3 space by using split quaternions. We express the eigenvalues and the eigenvectors of a rotation matrix in term of the coefficients of the ...

In the wake of the fourth industrial revolution (Industry 4.0), the world was on the verge of a new beginning, characterized by a profound synergy of technological advancements and societal transformation. At its core, ...

The impact of emotions on human behavior is substantial, and the ability to recognize people's feelings has a wide range of practical applications including education. Here, the methods and tools of education are being ...

In this paper, the Ricci curvature is defined for sprays on a manifold and every spray with a volume form on a manifold can be deformed to a projective spray. The quadratic Ricci curvature of a projective spray is called ...

Çalışanlar için çizelgeleme sorununun ilk geliştirilip uygulanmasından itibaren, çalışan verimliliği, maliyet düşürme vb. alanlarda önemli başarılar elde edilmiştir. Bu alanda sıklıkla çalışılan hemşire çizelgeleme problemleri ...

Finsler metrics being Ricci-quadratic is a non-Riemannian condition since the Ricci curvature (tensor) is always Ricci-quadratic for Riemannian metrics. In this paper, we introduce the notion of strongly Ricci-quadratic ...