The book "Quantum Field Theory and Noncommutative Geometry" offers a comprehensive examination of the interface between mathematics and theoretical physics. It reflects the increasing collaboration in these disciplines, particularly regarding the foundations of quantum field theory. The authors utilize mathematical tools such as q-deformed algebras and noncommutative differential geometry to illuminate complex concepts. A central theme is the challenge posed by gravity, which may require an extension of these methods to geometries with minimal length, leading to a quantization of space. The contributions in this volume are based on lectures and discussions held during a recent meeting on this topic. The book is aimed not only at professionals but also at postgraduates and researchers from related fields who wish to develop a deeper understanding of this subject.