By Ichim I., Molnar I.
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Additional resources for A Bairstows type method for trigonometric polynomials
The author/editor needs to offer new possibilities for circulating and navigating in the presented work and in the critical and cultural supplements that he wishes to make available to his readers. If this new requirement can initially appear as a constraint, it is also a tremendous opportunity to invent new paths for discovering works and critical editions. The editor will thus have to explore what might best interest the potential reader, what issues will pique his curiosity, and what activities he would like to accomplish in interacting with texts.
What proofs are there that using digital tools and media facilitates critical editing? Many researchers who now involve themselves in digital technologies have stressed the important investment in time and attention that is necessary in order to achieve a mastery of the technology. Nevertheless, such a competence has proven to be an absolute requirement for these pioneers to be able to create new software tools that are capable of taking on key critical edition processes. For example, at first sight it would seem that publishing in extenso would be an ideal solution in the case of different versions of the same text, a solution that is hardly conceivable on paper.
The depressing fact is that so few traditions are uncontaminated. In classical Latin literature, 40 History, challenges, and emerging contexts Karl Stackmann, for example, believes that only the works of the most important authors were transmitted without contamination (1979, 252). In vernacular medieval literature, texts were often copied quite freely, blurring the distinction between the copyist and the redactor. In short, the genealogical method remains a valid method, but only for a minority of manuscript traditions.
A Bairstows type method for trigonometric polynomials by Ichim I., Molnar I.