@article{oku-yas-tok-98-aa-segint-tr,
  author = {Hisanobu Okuda and Seigo Yasutome and Nobuki Tokura},
  title = {Decision of Segments Intersection under Input Data Expressed in Affine Arithmetic},
  journal = {IEICE Technical Report},
  publisher = {IEICE - Institute of Electronics, Information and Communication Engineers},
  year = 1998,
  month = jun,
  volume = {98},
  number = {137},
  pages = {23-30},
  issn = {0913-5685},
  url = {https://ci.nii.ac.jp/naid/110003191662/en/},
  note = {See also~\cite{oku-yas-tok-98-aa-segint}},
  comment = {Applicaton of AA to basic computational geometry},
  abstract = {The computational geometry algorithms which give consideration to imprecise input don't assume a correlations between the input errors. If a predicate which decide a geometrical property keep track of the errors, it can give more precise information. In this paper, we propose a method which gives consideration of a correlation of input errors in 1st degree, using Affine Arithmetic and show how a result of a decision of segments intersection is affected by the consideration of correlation of input errors and the range's overestimation caused by Affine Arithmetic, comparing with a current method.}
}