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Before we can get the whole potential of employing computers in the processof managing mathematical `knowledge', we have to convert informal knowledgeinto machine-oriented representations. How exactly to support this process sothat it becomes as effortless as possible is one of the main unsolved problemsof Mathematical Knowledge Management.  Two independent projects in formalization of mathematical content showed thatmany of the time consuming tasks could be significantly reduced if adequatetool support were available. It was also established that similar tasks aretypical for object oriented languages and that they are to a large extentsolved by Integrated Development Environments (IDE).  This thesis starts by analyzing the opportunities where formalization processcan benefit from software support. A list of research questions is compiledalong with a set of software requirements which are then used for developing anew IDE for the semantic \TeX{} (\stex{}) format. The result of the currentresearch is that, indeed, IDEs can be very useful in the process offormalization and presents a set of best practices for implementing such IDEs.

Editing Knowledge in Large Mathematical Corpora. A case study with Semantic LaTeX (sTeX)