Th. Dana-Picard and Z. Kovacs (2022): Offsets of Cassini ovals, to appear in The Electronic Journal of Mathematics and Technology (eJMT).

Dana-Picard, T. Envelopes and Offsets of Two Algebraic Plane Curves: Exploration of Their Similarities and Differences. Math.Comput.Sci. (2021).

Th. Dana-Picard (2020). Safety zone in an entertainment park: Envelopes, offsets and a new construction of a Maltese Cross, Electronic Proceedings of the Asian Conference on Technology in Mathematics ACTM 2020; Mathematics and Technology, ISSN 1940-4204 (online version).

Th. Dana-Picard (2021): Envelopes and offsets of two algebraic plane curves: exploration of their similarities and differences, Mathematics in Computer Science, Springer.

Th. Dana-Picard and Z. Kovács: Networking of technologies: a dialog between CAS and DGS, to appear in electronic Journal of Mathematics and Technology 14 (1), 2021.

Th. Dana-Picard, S. Hershkovitz, Z. Lavicza and K. Fenyvesi: Introducing Golden Section in the Mathematics Class to Develop Critical Thinking from the STEAM perspective, to appear in the South-East Asia Journal of STEM Education, 2021

Th. Dana-Picard (2020): Automated study of isoptic curves of an astroid, Journal of Symbolic Computation 97, 56-68.

Th. Dana-Picard and S. Hershkovitz: Exploration of octagons in a technology-rich environment: an example of integration of different domains of knowledge for mathematics learning (in Hebrew), Mispar Chazak 31, Haifa, Israel, 2020, 68-77.

Th. Dana-Picard and W. Mozgawa: Automated exploration of inner isoptics of an ellipse, Journal of Geometry 111, 34.

Th. Dana-Picard, A. Naiman, W. Mozgawa and V. Cieślak (2020). Exploring the isoptics of Fermat curves in the affine plane using DGS and CAS, Mathematics and Computer Science 14, 45-67

Th. Dana-Picard and N. Zehavi (2019). Automated study of envelopes: The transition from 2D to 3D, Electronic Journal of Mathematics & Technology. Jun2019, Vol. 13 Issue 2, p121-135.. Elected for printed version in the Research Journal of Mathematics and Technology 8 (1), 2019, 1-15.

Zeitoun, D.G., Dana-Picard, T. On the Usage of Different Coordinate Systems for 3D Plots of Functions of Two Real Variables. Math.Comput.Sci. 13, 311–327 (2019).

Th. Dana-Picard (2018): Automated study of a regular trifolium, Mathematics in Computer Science 13 (1-2), 57-67.

Th. Dana-Picard and Z. Kovács (2018). Automated determination of isoptics with dynamic geometry, in Intelligent Computer Mathematics (F. Rabe, W. Farmer, G. Passmore, A. Youssef , Eds.), Lecture Notes in Artificial Intelligence (a subseries of Lecture Notes in Computer Science) 11006, Springer, pp. 60-75.