Takis Sakkalis - Citegraph

Author Info

Name	Affiliation	Papers
TAKIS SAKKALIS	Mathematics Laboratory, Agricultural University of Athens, 75 Iera Odos, Athens 11855, Greece	27
Collaborators	Citations	PageRank
20	347	34.52
Referers	Referees	References
363	274	262

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100363

Publications (27 rows)

Collaborators (20 rows)

Referers (100 rows)

Referees (100 rows)

Title	Citations	PageRank	Year
Construction of rational curves with rational arc lengths by direct integration.	0	0.34	2019
On new types of rational rotation-minimizing frame space curves	1	0.36	2016
Orthogonal projection of points in CAD/CAM applications: an overview.	7	0.61	2014
Corrigendum to "Rational rotation-minimizing frames on polynomial space curves of arbitrary degree" [J. Symbolic Comput. 45(8) (2010) 844-856].	1	0.38	2013
Rotation-minimizing Euler-Rodrigues rigid-body motion interpolants	7	0.47	2013
Scalar-vector algorithm for the roots of quadratic quaternion polynomials, and the characterization of quintic rational rotation-minimizing frame curves	2	0.38	2013
Pythagorean-hodograph curves in Euclidean spaces of dimension greater than 3.	5	0.48	2012
A complete classification of quintic space curves with rational rotation-minimizing frames	10	0.56	2012
Equivalence of distinct characterizations for rational rotation-minimizing frames on quintic space curves	3	0.39	2011
Rational rotation-minimizing frames on polynomial space curves of arbitrary degree	16	0.74	2010
Rational space curves are not “unit speed”	11	0.66	2007
Computational Topology for Reconstruction of Surfaces with Boundary: Integrating Experiments and Theory	5	0.55	2005
Resolution of Multiple Roots of Nonlinear Polynomial Systems	2	0.47	2005
Nonlinear Polynomial Systems: Multiple Roots and Their Multiplicities	5	0.50	2004
Isotopic approximations and interval solids	3	0.40	2004
Ambient isotopic approximations for surface reconstruction and interval solids	6	0.58	2003
Hermite Interpolation by Rotation-Invariant Spatial Pythagorean-Hodograph Curves	57	2.96	2002
Structural invariance of spatial Pythagorean hodographs	34	1.98	2002
Boundary Representation Models: Validity and Rectification	2	0.41	2000
Approximating curves via alpha shapes	6	1.03	1999
Analysis And Applications Of Pipe Surfaces	34	2.64	1998
Pythagorean-hodograph space curves	55	5.36	1994
Singular algebraic curves over finite fields	0	0.34	1993
Algebraically rectifiable parametric curves	3	0.69	1993
Real rational curves are not “unit speed”	40	4.47	1991
Singular points of algebraic curves	29	6.29	1990
The Euclidean algorithm and the degree of the Gauss map	3	0.47	1990