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A generalized interval arithmetic
1975We have introduced and illustrated a generalized interval analysis which reduces the inherent lack of sharpness of o.i.a. to a second order effect. Our method may not be useful if second order quantities are not truly negligible. Moreover, our method is of little value if the original data for a problem is real rather than intervals of non-zero width.
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Are multidimensional RDM interval arithmetic and constrained interval arithmetic one and the same?
2022Piegat, A., Landowski, M.
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Improving interval analysis in finite element calculations by means of affine arithmetic
Computers and Structures, 2010Geert Lombaert
exaly