Published
1.Segal, R., Stupel, M.,Sigler, A. (2017). Hidden features of equilateral triangle - discovery integratingtechnological tools, Sha-anancollege journal Vol22, pp. 251-277. [In Hebrew].
2.Segal, R., Stupel, M., Sigler, A.(2017). Surprising Geometrical Properties that are Obtained byTransformation any Quadrilateral into Lattice. Research Journal ofMathematics and Technology, Vol. 6, no. 1, pp. 33-41.
3.Segal, R., Sigler, A., Stupel, M.(2017). A collection of interesting geometric features accompanied by proofthat enable investigated while presenting conservation. Research and Studyin Mathematics Education. Vol. 5,pp. 100-117. [In Hebrew]
4. Oxman, V.,Stupel, M. & Segal, R. (2016). On teaching extrema triangle problems usingdynamic investigation. International Journal of
Mathematical Education in Science and Technology, (online), pp.1-14.
http://dx.doi.org/10.1080/0020739X.2016.1259514
5.Segal,R., Stupel, M., & Flores, A. (2016). Examples of multiple proofsin geometry: Part 1, tasks and hints. The Ohio Journal of SchoolMathematics, No.7, pp. 35-43. http://bit.ly/OJSM_Multiple_Proofs . FullFall 2016 Issue: http://bit.ly/OJSM_Fall2016_Full
6.Sigler, A., Segal, R., &Stupel, M. (2016): The standard proof, the elegant proof, and the proof withoutwords of tasks in geometry, and their dynamic investigation, InternationalJournal of Mathematical Education in Science and Technology, DOI:10.1080/0020739X.2016.1164347 pp.1226-1243. http://dx.doi.org/10.1080/0020739X.2016.1164347
7.Stupel, M., Segal, R., &Flores, A. (2016). Hidden properties of the
equilateraltriangle. North American GeoGebra Journal, Vol. 5(1)
pp. 28-39.
http://www.geogebrajournal.com/index.php/ggbj/article/view/86/85
8.Stupel, M., Oxman, V., & Segal, R. (2016). Teachinglocus with a conserved property by integrating mathematical tools and dynamic geometricsoftware. ASMJ - Australian Senior Mathematics Journal, Vol. 30(1), pp. 25-44.
9.Katz, S, Segal, R., & Stupel, M. (2016). Using theworking backwards strategy for problem-solving in teaching mathematics tofoster mathematics self-efficacy. Journal of Pure and Applied Mathematics:Advances and Applications Vol. 15(2), pp. 107-144.
10.Segal,R., Stupel, M., & Oxman, V. (2015). Dynamic investigation of loci withsurprising outcomes and their mathematical explanations, InternationalJournal of Mathematical Education in Science and Technology, Vol. 47(3),pp. 443-462. http://www.tandfonline.com/eprint/WPMwrksiAtkgw7JqdYwV/full
11. Katz, S.,Segal, R., & Stupl, M. (2015). Proofs without words in geometry:A trigger to self-efficacy and mathematical argumentation. Far East Journalof Mathematical Education, Vol. 16(1), pp. 21-56.
12. Segal, R., Stupel, M. & Oxman, V.(2015). Investigating loci in technology environment, what we can learnfrom?, Aleh – The Israel Journal for High School Mathematics Teachers, Vol. 52, pp. 7-17 )In Hebrew).
חקירתמקומות גיאומטריים בסביבת גיאומטריה דינמית- מה ניתן ללמוד מזה?
http://www.atiner.gr/papers/EMS2015-1633.pdf
13. Segal, R., Oxman,V. & Stupel, M. (2015). Dynamic investigation of loci using differentmathematical proofs, Sha-anancollege journal Vol21, pp. 121-140. [In Hebrew].
חקר דינמי של מקומות גיאומטריים בשילוב הוכחות מתמטיות בדרכים שונות
http://shaanan.ac.il/wp-content/uploads/2015/07/9.pdf.pdf
14. Segal, R., &Stupel, M. (2014). Investigation tasks incorporating computerized technologywith conserved property and generalization.Electronic Journal ofMathematics and Technology. Vol. 9(2), pp. 124-137.
https://php.radford.edu/~ejmt/deliverAbstract.php?paperID=eJMT_v9n2p1 Research Journal of Mathematics andTechnology (2015). Vol.4(2), pp. 1-16
Books and Chapters in Collective Volume
Published
1.Segal, R., & Biton, Y. (2015). Integrating technology ingeometry instruction. Geometry constructions: classic, challenging & computerized problems. In: Stupel,M. & Ziskin, K. (Eds.). Sha-anan College Publishing. Chapter 8, pp.211-233. [In Hebrew]
שילוב הטכנולוגיה הממוחשבת בבניותהנדסיות
Accepted
2.Segal,R., & Stupel, M. (Accepted 2017). Geometry research task integrating technology. Acceptedfor publication in: Levenberg, I. & Patkin, D. (Eds.): The many aspectsof geometry – From research to practice in geometry teaching. Tel Aviv:Mofet institute. [In Hebrew].
3.Perll, H., Neria.D., Segal, R., & Sion. N. (forthcoming 2018). Mathematics teachers’support-team at the Israel Ministry of Education: Structure, roles andactivities. Accepted for publication in: Movshovitz-Hadar. N. (Ed.): Kindergarten toHigh School Mathematics Education in Israel. To be published in 2018 by WorldScientific Publishing Co. Pte Ltd. http://www.worldscientific.com/worldscibooks/10.1142/10741