https://orcid.org/0000-0003-4402-1332
References
- Hohenwarter J, Hohenwarter M, Lavicza Z. Introducing dynamic mathematics software to secondary school teachers: the case of GeoGebra. J Comput Math Sci Teach. 2009;28(2):135–146.
- Gadanidis GGeiger V. A social perspective on technology enhanced mathematical learning-from collaboration to performance. ZDM. 2010;42(1):91–104. doi: 10.1007/s11858-009-0213-5
- Dick TP, Hollebrands KF. Focus in high school mathematics: technology to support reasoning and sense making. Reston, VA: NCTM; 2011.
- Higgins S, Xiao Z, Katsipataki M. Impact of digital technology on learning: A summary for the education endowment foundation. Education Endowment Foundation. Retrieved from: https://educationendowmentfoundation.org.uk/public/files/Publications/The_Impact_of_Digital_Technologies_on_Learning_(2012).pdf. 2012.
- Wieman CE, Adams WK, Perkins KK. PhET: simulations that enhance learning. Sci. 2008;322(5902):682–683. doi: 10.1126/science.1161948
- Plass JL, Homer BD, Hayward EO. Design factors for educationally effective animations and simulations. J Comput Higher Educ. 2009;21(1):31–61. doi: 10.1007/s12528-009-9011-x
- McIntyre TJ, Wegener MJ, McGrath D. Dynamic e-learning modules for student lecture preparation. Teach Learn Inquiry. 2018;6(1):126–145. doi: 10.20343/teachlearninqu.6.1.11
- McIntyre TJ, Roberts AP, Wegener MJ, et al. Dynamic, interactive simulations for enhancing student learning Kenny. In: Rowland S editor. Proceedings of the Australian Conference on Science and Mathematics Education; 2016 Sep 28–29; Brisbane, QLD; Brisbane (QLD): The University of Queensland; 2016. pp. 92–93.
- McIntyre TJ, Wegener MJ, Roberts AP, et al. Active learning using interactive simulations. Paper presented at: 13th Asia-Pacific Physics Conference in conjunction with the 22nd Australian Institute of Physics Congress; 2016 Dec 4–8; Brisbane, QLD, Australia.
- Wegener MJ, Kenny EP, Ponce Campuzano JC, et al. Using interactive simulations to enhance student engagement in mathematics and physics. In: Overton T, Yeung A, editors. Proceedings of the Australian Conference on Science and Mathematics Education; 2017 Sep 27–28; Melbourne, VIC; Sydney (NSW): UniServe Science The University of Sydney; 2017. pp. 103–104.
- Science and Mathematics Simulations (SciMS) [Internet]. Brisbane, (QLD): The University of Queensland; Line Integrals of Vector Fields [cited 2018 Jun 13]. https://teaching.smp.uq.edu.au/scims/Adv_calculus/Int_vector_field.html. [GOOGLE SCHOLAR]
- GeoGebra [Internet]. Linz: University of Linz; c2001-2018. Line integrals of vector fields: Flux; [cited 2018 Jun 13]; Available from: https://ggbm.at/yzkXGGGc. [GOOGLE SCHOLAR]
- GeoGebra [Internet]. Linz: University of Linz; c2001-2018. Line integrals of vector fields: Work & Circulation; [cited 2018 Jun 13]; Available from: https://ggbm.at/McfMdWBu. [GOOGLE SCHOLAR]
- Apostol TM. Blaisdell: Publishing Co., Waltham, Mass., 1967–69.
- Dineen S. Multivariate calculus and geometry. 2nd. ed. London: Springer-Verlag; 2001.
- Marsden JE. Tromba a vector calculus. 6th. ed. New York: W. H. Freeman and Company; 2012.
- Galbis A, Maestre M. Vector analysis versus vector calculus. New York: Science+Business Media; 2012.
- Hohenwarter M, Preiner J. Dynamic mathematics with GeoGebra. J Online Math Appl. 2007;7. ID 1448, [cited 2018 Jun 13]: https://www.maa.org/external_archive/joma/Volume7/Hohenwarter/index.html.
- Santos-Trigo M, Moreno-Armella L. The Use of Digital Technology to Frame and Foster Learners' Problem-Solving Experiences. In: Felmer P, Pehkonen E, Kilpatrick J, editors. Posing and Solving Mathematical Problems, Research in Mathematics Education. Switzerland: Springer International Publishing, 2016. pp. 189–207.