Altshuller G., 2011, Nayti ideyu: Vvedenie v TRIZ - teoriyu resheniya izobretatelskikh zadach [Find an Idea: Introduction to TSIT - the Theory of Solving Inventive Tasks], Moscow: Alpina Publishers.
Arcavi A., 2003, The Role of Visual Representations in the Learning of Mathematics. Educational Studies in Mathematics, 52, 215-241.
Bartolini Bussi M.G., Mariotti M.A., 2008, Semiotic Mediation in the Mathematics Classroom: Artifacts and Signs After a Vygotskian Perspective, in Handbook of International Research in Mathematics Education, eds. L.D. English, D. Kirshner, Mahwah, NJ: Lawrence Erlbaum.
English L.D., Watters J.J., 2005, Mathematical Modelling with 9-Year-Olds, Proceedings of the 29th Conference of the International Group for the Psychology of Mathematics Education, 2, 297-304.
Gadzaova S., 2014, Podgotovka studentov k osushchestvleniyu funktsionalnoy propedevtiki v nachalnom kurse matematiki sredstvami modelirovaniya [Preparing Students for the Implementation of the Functional Propaedeutics in the Introductory Course of Mathematics by Means of Modeling], Problemy wczesnej edukacji. Issues in Early Education. Dzieсko w świecie liczb i komputerów, Część 1, 4(23), 77-84.
Gadzaova S., Muravyova H., Urban M., 2015, The Role of the Set of Educational Materials for Teaching Mathematics in Primary School in the Application of the Ideas of Sustainable Development, Pathways to the Future: Education for Sustainable Development: Proceedings of International Conference, 129.
Galbraith P., Stillman G., 2001, Assumptions and Context: Pursuing Their Role in Modeling Activity, Modeling and Mathematics Education, 9, 300-310.
Giaquinto M., 2007, Visual Thinking in Mathematics. An Epistemological Study, Oxford: Oxford University Press.
Gladkikh I.V., 2005, Metodicheskie rekomendatsii po razrabotke uchebnykh keysov [Methodical Recommendations for Development of Educational Cases], Vestnik of Saint Petersburg University, 8(2), 169-194.
Gladkikh I.V., 2008, Keysy "bolshie" i "malenkie" ["Big" and "Small" Cases], Vestnik of Saint Petersburg University, 8(1), 156-159.
Goldin G.A., 1998, Representational Systems, Learning and Problem Solving in Mathematics, Journal of Mathematical Behavior, 17(2), 137-165.
Goldin G.A., 2002, Representation in Mathematical Learning and Problem Solving, in Handbook of International Research in Mathematics Education, ed. L.D. English, Mahwah, NJ: Lawrence Erlbaum.
Goldin G.A., Kaput, J.J., 1996, A Joint Perspective on the Idea of Representation in Learning and Doing Mathematics, in Theories of Mathematical Learning, eds. L. Steffe, P. Nesher, Mahwah, NJ: Lawrence Erlbaum.
Kostyuchenko N., Smolennikov D., 2016, Active Teaching Methods in Education for Sustainability as Applied in Good Practices of Local Communities, Studia Periegetica, 1(15), 145-149, https://wydawnictwo.wsb.pl/sites/www.wydawnictwo.wsb.pl/ files/czasopisma-tresc/Studia P_15_net.pdf [access: 10.12.2016].
Lange J. de, 2006, Mathematical Literacy for Living from OECD-PISA Perspective, Tsukuba Journal of Educational Study in Mathematics, 25, 13-37.
Leenders M.R., Erskine J.A. , 1989, Case Research: The Case Writing Process, Research and Publications Division: School of Business Administration, Ontario: University of Western Ontario.
Lehrer R., Schauble L., 2003, Origins and Evolution of Model-Based Reasoning in Mathematics and Science, in Beyond Constructivism: Models and Modeling Perspectives on Mathematics Problem Solving, Learning, and Teaching, eds. R. Lesh, H.M. Doerr, Mahwah, NJ: Lawrence Erlbaum.
Littlewood J.E., 1953, A Mathematician's Miscellany, London: Methuen and Co.
Muravyova G.L., Urban M.A., 2016, Matematika: uchebnoe posobie dla 2-go klassa [Mathematics: Textbook for Grade 2]. Part 1, Minsk:
National Institute of Education. Natsionalnaya strategia ustoychivogo sotsialno-economicheskogo razvitia Respubliki Belarus na period do 2030 goda [The National Strategy for Sustainable Socio-Economic Development of the Republic of Belarus Until 2030], 2015, Economic Bulletin of the Economic Research Institute of the Ministry of Economy of the Republic of Belarus, 4(214), www.economy.gov.by/ru/macroeconomy/nacionalnaya-strategiya [access: 12.12.2016].
Reznik N.А., 2012, Vizualnoe myshlenie v obuchenii. Metodicheskie osnovy obuchenia matematike s ispolzovaniem sredstv razvitia vizualnogo myshlenia [Visual Thinking in Education. Methodical Framework of Teaching Mathematics Using the Means for the Development of Visual Thinking], Saarbrucken: Lambert Academic Publishing.
Selvam M., Babu M., Raja M., 2006, Caselets Teaching in Business Education, SMART Journal of Business Management Studies, 2(2), 70-72.
Thomas G., 2011, A Typology for the Case Study in Social Science Following a Review of Definition, Discourse And Structure, Qualitative Inquiry, 17(6), 511-521.
Urban M., 2003, Obuchenie s pomoshchyu konkretnykh situatsiy [Training Through Specific Situations], Pachatkovaya Shkola, 2, 37-39.
Ustoychivoe razvitie: obshchestvo, obrazovanie, tekhnologia, ekonomika, ekologia [Sustainable Development: Society, Education, Technology, Economy, Ecology], 2011, Materials of the European Workshop, Minsk, http://minsk.mesi.ru/science/conf [access: 1.12.2016].
Woodside А., 2010, Case Study Research: Theory, Methods and Practice, Bingley: Emerald Group Publishing.