"Local Investigations of Natural Science (LIONS)" engages grade 5-8 students from University City schools, Missouri in structured out-of-school programs that provide depth and context for their regular classroom studies. The programs are led by district teachers. A balanced set of investigations engage students in environmental research, computer modeling, and advanced applications of mathematics. Throughout, the artificial boundary between classroom and community is bridged as students use the community for their studies and resources from local organizations are brought into school. Through these projects, students build interest and awareness of STEM-related career opportunities and the academic preparation needed for success.
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TEAM MEMBERS:
Robert CoulterEric KlopferJere Confrey
One day, as I was working with a student after school on a problem involving division with decimals, I told him which number goes in the “division house.” Suddenly the student blurted out, “That is not what my teacher told me, and I hate math!” I knew I had not yet found the key to helping this student. Was I addressing how he felt about math? Should I put the problem away and start over with the beauty of decimals, those smaller-than-one numbers that enable us to measure the speed of an Olympic athlete, the diameter of a pinhead, or the exact length of a ladybug? Teaching afterschool allows
This chapter reviews four projects that reflect the principles of design-based implementation research (DBIR) in an effort to highlight a range of relevant theoretical and methodological perspectives and tools that can inform future work associated with DBIR.The goal of this chapter is to highlight a range of relevant theoretical and methodological perspectives and tools that can inform future work associated with design-based implementation research (DBIR). As Penuel, Fishman, Cheng, and Sabelli (2011) described, DBIR entails engaging “learning scientists, policy researchers, and
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TEAM MEMBERS:
Jennifer RussellKara JacksonAndrew KrummKenneth Frank
The Exploratorium explainer program is not only important to the young people involved, but is an integral part of the museum culture. This initiative that started to help the youth of our community has blossomed into a program that has been very helpful to the science centre. In fact, the institution would not be complete without the fresh energy of the explainers. They help the Exploratorium to continue to give the real pear to its public.
Dialogical models in science communication produce effective and satisfactory experiences, also when hard sciences (like astrophysics or cosmology) are concerned. But those efforts to reach the public can be of modest impact since the public is no longer (or not sufficiently) interested in science. The reason of this lack of interest is not that science is an alien topic, but that contemporary science and technology have ceased to offer a convincing model for the human progress.
Popularising mathematics requires a preliminary reflection on language and terms, the choice of which results from underlying dynamics. The aim of this article is to start an overall analysis of the conditions influencing this linguistic choice.
This paper describes how a universal language for notating dance and, more generally, movement was elaborated, known as "Kinetography Laban", or rather "Labanotation". It was devised by choreographer and movement theorist Rudolf von Laban, who outlined it for the first time in 1928, in the journal Schrifttanz. His system differs from precedent notation systems in that Labanotation is rigorous and universal, as it is based not on one particular style or technique but on the general of kinetics underlying human motion. Its geometrical and abstract symbols also free it from language constraints
Ever since Galileo's time, scientists have been interested in how to create a perfect language capable of supporting communication at a horizontal level i.e. within the scientific community, and at a vertical level, i.e. between scientists and the public. Special attention will be spent on the mathematicians' role, especially Giuseppe Peano's. The Italian mathematician played a leading role in the creation of a perfect language, both at a horizontal and a vertical level. On the one hand, there is his successful attempt to introduce a standard logical and symbolic system of notation, which
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TEAM MEMBERS:
Daniele GouthierNico PitrelliIvan Pupolizo
Research on mathematical reasoning and learning has long been a central part of the classroom and formal education literature (e.g., National Research Council, 2001, 2005). However, much less attention has been paid to how children and adults engage with and learn about math outside of school, including everyday settings and designed informal learning environments, such as interactive math exhibits in science centers. With the growing recognition of the importance of informal STEM education (National Research Council, 2009, 2015), researchers, educators, and policymakers are paying more
Making, tinkering, and other informal design and engineering experiences offer rich opportunities to engage
children and adults in mathematics and build mathematical skills, knowledge, and interests. But how can educators
successfully integrate mathematics into these experiences? One approach to answering this question is to better understand how children and adults engage with and think about mathematics outside of school, in every day and informal learning environments. As part of the NSF-funded Math in
the Making project, Pattison, Rubin, and Wright (2016) synthesized the research on
Although there is a growing body of research on mathematics in informal learning environments (Pattison, Rubin, & Wright, 2016; Rubin, Garibay, & Pattison, 2016), less has been done to understand how math can be integrated into other informal STEM education settings or topics, and how this integration might engage those who do not already have positive attitudes about math. Over the last decade there has been a proliferation of out-of-school environments that foster building, making, tinkering, and design activities (Bevan, Gutwill, Petrich, & Wilkinson, 2015; Vossoughi, Escudé, Kong, & Hooper
This poster was presented at the 2016 Advancing Informal STEM Learning (AISL) PI Meeting held in Bethesda, MD on February 29-March 2. This project develops and researches the integration of Peg + Cat (an animated, math-based PBS television series for preschoolers), accompanying digital media, and early childhood educator professional development (PD). PD is designed to enhance educators’ abilities to support preschoolers’ social-emotional learning in the context of math activities, and in turn, their interest and engagement in math. The project also includes recommendations for engaging