A challenge in the development of the field is the wide variety of background knowledge that is necessary to tackle the challenges: physicists often struggle with developing efficient and high-performance algorithms, while not many computer scientists have the in-depth physical understanding to develop novel microscopy schemes. Mathematical developments concern novel simulation and optimization schemes, convergence guarantees, etc. For sustained progress, the development of an interdisciplinary exchange and, in the mid-term, the development of a cohesive subfield is a necessity.