The topological configuration of a real algebraic curveSAKKALIS, T.Bulletin of the Australian Mathematical Society. 1991, Vol 43, Num 1, pp 37-50, issn 0004-9727Article

The Euclidean algorithm and the degree of the Gauss mapSAKKALIS, T.SIAM journal on computing (Print). 1990, Vol 19, Num 3, pp 538-543, issn 0097-5397, 6 p.Article

Approximating curves via alpha shapesSAKKALIS, T; CHARITOS, C.Graphical models and image processing (Print). 1999, Vol 61, Num 3, pp 165-176, issn 1077-3169Article

Singular points of algebraic curvesSAKKALIS, T; FAROUKI, R.Journal of symbolic computation. 1990, Vol 9, Num 4, pp 405-421, issn 0747-7171Article

Real rational curves are not unit speedFAROUKI, R. T; SAKKALIS, T.Computer aided geometric design. 1991, Vol 8, Num 2, pp 151-157, issn 0167-8396Article

Pythagorean hodographsFAROUKI, R. T; SAKKALIS, T.IBM journal of research and development. 1990, Vol 34, Num 5, pp 736-752, issn 0018-8646Article

A reliable algorithm for computing the topological degree of a mapping in R²KO, K. H; SAKKALIS, T; PATRIKALAKIS, N. M et al.Applied mathematics and computation. 2008, Vol 196, Num 2, pp 666-678, issn 0096-3003, 13 p.Article

Representational validity of boundary representation modelsSAKKALIS, T; SHEN, G; PATRIKALAKIS, N. M et al.Computer-aided design. 2000, Vol 32, Num 12, pp 719-726, issn 0010-4485Article

Computational topology for isotopic surface reconstructionABE, K; BISCEGLIO, J; FERGUSON, D. R et al.Theoretical computer science. 2006, Vol 365, Num 3, pp 184-198, issn 0304-3975, 15 p.Conference Paper