Complex interval division with maximum accuracy
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In complex interval arithmetic three different types of intervals are introduced: rectangles, circles and circular sectors1, 4. The arithmetic operations for all three types of intervals should deliver the closest inclusion of the set of all possible values, i.e.
[1] Willard L. Miranker,et al. A new approach to scientific computation , 1983 .
[2] Jon G. Rokne,et al. Complex interval arithmetic , 1971, CACM.
[3] G. Alefeld,et al. Einführung in die Intervallrechnung , 1974 .