Homological algebra and module theory constitute a vibrant area of contemporary mathematics, interweaving concepts from algebra, topology and geometry. At its core, homological algebra studies chain ...

Abelian categories and module theory constitute a fundamental framework in modern algebra, offering a robust language and conceptual toolkit for addressing problems that span pure and applied ...

Researchers in Iran have applied the Stackelberg leadership model to determine whether the creation of a closed-loop solar module supply chain – including panel refurbishing – is feasible. According ...

In this module, you will learn how to describe the quantum behaviour of relativistic fields and particles using Quantum Field Theory (QTF). You will learn how to: quantise scalar, vector and fermion ...

Indian student Pooja found the Data Science course to be a perfect balance of theory and practice, and enjoyed sharing her experiences as a student ambassador. A good balance for my preferences I ...