Education Commons^™

“It’S Just Lines”: A Qualitative Analysis Of Emergent Structures And Experiences Within Steam Education Initiatives For Secondary-Level Students, John O'Meara

LASER Journal

This qualitative analysis is oriented around the experiences and discourse of high school students participating in LASER (Linking Art and Science through Education and Research), an initiative at Montclair State University in Montclair, NJ that seeks mathematics and physics education reform through an immersive and innovative approach to STEAM (Science, Technology, Engineering, Art, and Mathematics) experiences. This work focuses on the concluding task of a one-day workshop wherein students are led on a campus walk to observe the local campus architecture, and then must recreate one of the observed structures within the Desmos graphing utility. Student approaches and narratives reveal …

Creative Learning With Music And Mathematics: Reflections On Interdisciplinary Collaborations, Graham Johnson, Alesia M. Moldavan

The STEAM Journal

Culturally responsive content, accessible and inclusive tools, and meaningful interdisciplinary tasks can aid in developing equitable and creative learning environments. Music and mathematics are ideal disciplines for interdisciplinary creative learning. In this article, we reflect on our experiences engaging in interdisciplinary music and mathematics tasks with preservice teachers. In particular, we highlight specific efforts taken to design and implement a creative music and mathematics workshop for use in a mathematics methods course. Guided by these experiences, we offer examples of tools and practices that have helped preservice teachers collaborate, engage in inquiry, improvise, develop empathy, and take intellectual and social …

Utilization Of Simulation Software To Enhance The Learning Experience For Students At The Worldwide Campus, Kimberly Luthi, Christian Janke, Yuetong Lin

Publications

The purpose of this presentation is to introduce benefits, best practices and examples of simulation software in online course environments. The research team does not have any affiliation with the introduced software platforms.

Arts-Based Interdisciplinary Music And Mathematics Tasks: Exploring Conceptualizations Of Equitable Creative Learning In Teacher Education, Alesia Mickle Moldavan, Graham Johnson

Georgia Educational Researcher

Preservice teachers need opportunities in teacher education courses to explore arts-based interdisciplinary learning that can inspire connections between communities of practice and allow learners to integrate concepts and imagine creative possibilities. This study reports on preservice teachers engaged in a workshop on arts-based interdisciplinary music and mathematics tasks. Data included surveys, task-related artifacts, and participant observations to examine how preservice teachers conceptualize and engage in such tasks. Three resonating themes were identified, revealing that preservice teachers generally thought (a) music and mathematics are more engaging and relatable in interdisciplinary contexts than when taught alone, (b) interdisciplinary music and mathematics tasks …

Measuring Creativity In The Fermi Problem, A Type Of Mathematical Modeling, Applying Information Theory, Hidemichi Okamoto

Journal of Educational Technology Development and Exchange (JETDE)

Many methods of measuring creativity have been studied - mainly in psychology. In recent years, there have been attempts to incorporate such creativity into mathematical modelling, a topic handled in mathematics education. Accordingly, some studies have been trying to assess creativity in it. However, there have been no clear criteria or formulas that can be used for any problem, since a rubric has been created for each problem and evaluated individually. In the present study, to measure creativity in the Fermi problem, a type of mathematical modelling, a formula that applies information theory used in information science is proposed and …

The Effectiveness Of Treffinger's Learning Model In Increasing The Creativity And Mathematics Achievement Of Gifted Students, Kana Hidayati, Ni Kadek Swari Nandini, Mazlini Adnan

Jurnal Riset Pendidikan Matematika

This study aims to describe the difference in creativity and mathematics achievement between gifted students who were taught by Treffinger's learning and those who thought by the expository learning in trigonometry material. This study is a quasi-experiment using a pretest-posttest group design with a population of all gifted students in class X of a State Senior High School in Bali, Indonesia. The sample was established randomly. Observation sheets, pre-test, post-test, and student creativity questionnaires were used, all of which have been validated. The data were analyzed descriptively and inferentially with the paired sample t-test to test the mean difference of …

Exploring Differences In Mathematical Creative Potential And Problem-Posing In Gifted And Non-Gifted Middle School Students, Aishah Ahmed Alzahrani

Graduate Theses and Dissertations

The purpose of this study was to investigate the link between students’ Mathematical Creative Potential (MCP) and giftedness by analyzing their abilities to pose mathematical problems. The participants included 260 gifted and non-gifted students from the 7th and 8th grades, representing four schools and four school districts in Northwest Arkansas. The study developed the Mathematical Creative Potential Scale (MCPS) to measure participant MCP. The MCPS is based on a divergent-thinking technique consisting of five free-structured and semi-structured situations. Students’ plausible problems were scored based on three dimensions of creativity: fluency, flexibility, and originality. This study found that there were statistically …

Review Of Mathematical Imagining: A Routine For Secondary Classrooms By Christof Weber, Geoff Krall

Colorado Mathematics Teacher

This book review of Christof Weber's Mathematical Imagining yields insight into the routine of mathematical imagining and offers practitioners advice on how to incorporate the routine in the classroom. A brief summary of the book is provided, followed by commentary on potential benefits of mathematical imagining, connection to other research, and suggestions for accommodating for emergent bilingual students. Readers are encouraged to follow up with a reading of the original book.

A Study Of Problem Posing As A Means To Help Mathematics Teachers Foster Creativity, Deborah Moore-Russo, Amanda A. Simmons, Michael J.D. Tulino

Journal of Humanistic Mathematics

Research suggests that mathematical creativity often results from extended periods of mathematical activity and reflection based on the use of deep and flexible content knowledge [14, 15]. This implies that instruction can influence creativity. However, for teaching to foster creativity in mathematics, there should be purposefully designed instructional tasks. It is doubtful that routine, mechanical exercises would foster creativity. Moreover, mathematical creativity may neither be explicitly promoted, nor fully appreciated, by students when a learning space involves only problem solving, even if the problems are challenging and engaging. For students to get an authentic sense of mathematics and to develop …

Recognizing Mathematics Students As Creative: Mathematical Creativity As Community-Based And Possibility-Expanding, Meghan Riling

Journal of Humanistic Mathematics

Although much creativity research has suggested that creativity is influenced by cultural and social factors, these have been minimally explored in the context of mathematics and mathematics learning. This problematically limits who is seen as mathematically creative and who can enter the discipline of mathematics. This paper proposes a framework of creativity that is based in what it means to know or do mathematics and accepts that creativity is something that can be nurtured in all students. Prominent mathematical epistemologies held since the beginning of the twentieth century in the Western mathematics tradition have different implications for promoting creativity in …

How Participation In The Arts Impacts Learning Comprehension For High School Students During Stem Coursework At Two High Schools In Southwest Florida: A Case Study, Tiffany Lynn Jennings

Doctoral Dissertations and Projects

The purpose of this case study was to understand how participation in the arts impacts Science, Technology, Engineering, and Mathematics (STEM) coursework for students at two Southwest Florida High Schools. Within the context of the study, the term “arts’ was used to collectively refer to all visual and performing arts courses, including painting, drawing, graphic arts, two-dimensional and three-dimensional, music, and theatre. Studies show that in order to be innovative, students need to have the experiences that the arts can foster in the right side of the brain, the side associated with creativity (Eisner, 2002). I chose a case study …

Editorial: Arts Integration Allows Students The Opportunity To Be Original, Ksenia S. Zhbanova, Audrey C. Rule

Journal of STEM Arts, Crafts, and Constructions

This editorial explores the other six articles in this issue 2 of volume 3 of the Journal of STEM Arts, Crafts, and Constructions to examine how originality is displayed and supported by art projects. Originality, is a quality or a characteristic of an idea, approach or product. Originality can be defined as newness or novelty. To be classified as original, an idea must be new. It does not have to have a utilitarian value, which is a requirement for an idea to be categorized as creative. Helping students develop originality is important because it allows the freedom to make any …

Fifth Graders’ Creativity In Inventions With And Without Creative Articulation Instruction, Darcie K. Kress, Audrey C. Rule

Journal of STEM Arts, Crafts, and Constructions

Industry and authors of 21^st Century Skill Frameworks are calling for student proficiency in creativity, problem-solving, innovation, collaboration, and communication skills. This project involved 13 fifth grade gifted students in inventing products for a specified audience with a set of given materials, time limit, and topic constraints. The complex, challenging project supports Next Generation Science Engineering Process Standard 3-5-ETS1-2 and applies concepts of plant and animal adaptations. The study had a counterbalanced, repeated measures design in which student made an initial invention during the pretest, then participated in two trials with one in the control condition and the other …

Challenging Elementary Learners With Programmable Robots During Free Play And Direct Instruction, Kimberly S. Mccoy-Parker, Lindsey N. Paull, Audrey C. Rule, Sarah E. Montgomery

Journal of STEM Arts, Crafts, and Constructions

Computer programming skills are important to many current careers; teaching robot coding to elementary students can start a positive foundation for technological careers, develop problem-solving skills, and growth mindsets. This study, through a repeated measures design involving students in two classrooms at two widelyseparated grade levels (first graders aged 6-7 years and fifth graders aged 10-11 years), determined if allowing students to challenge themselves with coding exercises in the experimental condition resulted in greater learning and more positive attitudes than a more structured set of exercises provided by the teacher in the control condition. Background instruction in coding and using …

Implementasi Model Pembelajaran Ipa Berbasis Kearifan Lokal Untuk Meningkatkan Kreativitas Dan Hasil Belajar Siswa, Aji Pamungkas, Bambang Subali, Suharto Linuwih

Jurnal Inovasi Pendidikan IPA

Tujuan dari penelitian ini adalah untuk mengetahui pengaruh implementasi model pembelajaran IPA berbasis kearifan lokal terhadap kreativitas dan hasil belajar siswa, serta mengetahui besar peningkatannya. Metode penelitian ini menggunakan quasi eksperimen. Sampel penelitian ini adalah kelas VII F sebagai kelas eksperimen dan VII B sebagai kelas kontrol di SMP Negeri 22 Semarang. Pemilihan sampel menggunakan teknik purposive sampling. Aspek kreativitas yang diteliti terdiri atas kelancaran, keaslian, kesadaran dan ingatan yang diukur dengan lembar observasi. Teknik analisis data menggunakan uji independent sample t-test didapatkan signifikansi data hasil belajar siswa sebesar 0,003 < 0,05 dan signifikansi data hasil observasi kreativitas sebesar 0,003 < 0,05. Artinya ada perbedaan kreativitas dan hasil belajar siswa yang signifikan antara kelas eksperimen dan kelas kontrol. Besar peningkatan hasil belajar siswa pada kelas kontrol sebesar 0,56 kategori sedang, sedangkan pada kelas eksperimen sebesar 0,68 kategori sedang. Besar peningkatan kreativitas siswa pada kelas kontrol sebesar 0,55 kategori sedang, sedangkan pada kelas eksperimen sebesar 0,71 kategori tinggi. Hasil penelitian ini membuktikan bahwa dengan model pembelajaran IPA berbasis kearifan lokal dapat meningkatkan kreativitas dan hasil belajar siswa. Pada penelitian ini nilai kearifan lokal yang diangkat yaitu Kalender Pranata Mangsa yang sudah tertanam di masyarakat Jawa.

Implementation of Science Learning Model Based on Local Wisdom …

Sixth Graders Investigate Models And Designs Through Teacher-Directed And Student-Centered Inquiry Lessons: Effects On Performance And Attitudes, Benjamin D. Olsen, Audrey C. Rule

Journal of STEM Arts, Crafts, and Constructions

Science inquiry has been found to be effective with students from diverse backgrounds and varied academic abilities. This study compared student learning, enjoyment, motivation, perceived understanding, and creativity during a science unit on Models and Designs for 38 sixth grade students (20 male, 18 female; 1 Black, 1 Hispanic and 36 White). The unit began with a very teacher-centered approach, then became increasingly student-centered, employing more inquiry with each lesson set to determine the effects of student-centered instruction on performance and attitudes. Pretest-posttest data with specific questions tied to each lesson set were collected, as well as repeated measures attitude …

Developing Creative Problem Solvers, Eric L. Mann

Faculty Presentations

Mathematics embraces creativity and beauty, attributes that are often hidden when algorithms and computational speed are favored. We’ll explore mathematical creativity and its implications for the teaching and learning of mathematics.

Using Creativity From Art And Engineering To Engage Students In Science, Mason Albert Kuhn, Scott Greenhalgh, Mark Mcdermott

Journal of STEM Arts, Crafts, and Constructions

STEAM education, referring to integrated Science, Technology, Engineering, Art, and Mathematics, is a contemporary buzzword that is popular in many schools. In particular, many elementary school teachers who have been tasked to incorporate STEM teaching, because of the requirements of the Next Generation Science Standards, attempt to apply the arts in their science curriculum because they feel more comfortable using instructional approaches that incorporate creative activities such as crafts, drawing, and model construction than the core practices of STEM disciplines. Teachers can use the creative arts activities in two ways to enhance the STEM learning environment: 1) Using creative processes …

From Stem To Steam: Students’ Beliefs About The Use Of Their Creativity, Ayse Tugba Oner, Sandra Bonorden Nite, Robert M. Capraro, Mary Margaret Capraro

The STEAM Journal

To be successful in a STEM career, not only STEM knowledge and skills but also creativity is required. Therefore, the arts have been integrated into STEM disciplines and subsequently designated as STEAM education (Sousa & Pilecki, 2013). One example of informal learning environments that STEAM education provided is a summer camp. In this study, middle and highs school students’ use of their creativity in the Project-based Learning (PBL) courses was examined to determine students’ belief about the use of the arts in STEM activities. The results showed that students believed that they used their creativity in eight of the nine …

Activating Teachers’ Creativity And Moral Purpose In Science Education, Martin Westwell, Sonia Cooke

2009 - 2019 ACER Research Conferences

Over the last three years, the Scientist in Residence program (a collaboration between the Department of Education and Child Development, and Flinders University) investigated a model of professional learning in science education that capitalised upon teachers’ moral purpose and drove their creativity. Insight into how teachers transformed their science classrooms is provided through examples of activities, work samples and clips of teachers describing how they changed their practice and how that, in turn, changed the engagement and achievement of the children. These resources will serve to illustrate some of the principles of practice that the teachers drew upon. In particular, …

Changing The Culture: Developing Creative Problem Solvers, Eric L. Mann

Faculty Presentations

Mathematics embraces creativity and beauty yet often our children are immersed in classroom activities where these attributes are hidden by an overemphasis on algorithms, computational speed and known answers that can be found in the back of the book or with a quick Google search. This learning environment creates a false perception of what it means to be “good at math.” From the research we know than many of our elementary school teachers have negative attitudes towards mathematics; an attitude students pick up and adopt which may foster the development of the reluctant, impatient problem solvers we find in our …

A New Model Of Creativity In Mathematical Problem Solving., Scott Chamberlin, Eric Mann

Eric L Mann

Myriad definitions of creativity in mathematics have been promulgated (Mann, 2005). The construct of creativity being comprised of fluency, flexibility, originality, and elaboration (Haylock, 1997; Imai, 2000; Kim, Cho, & Ahn, 2003) is generally agreed upon in the field of mathematics education. The purpose of this paper is to propose an additional component to the construct of creativity in mathematics. The fifth component of creativity is iconoclasm. Iconoclasm entails the penchant of mathematically creative individuals to dissent from commonly accepted principles and solutions. Iconoclasts are known to be nonconformist and may thus be open to uncommon or non-traditional solution paths.

Full Steam Ahead: Creativity In Excellent Stem Teaching Practices, Danah Henriksen

The STEAM Journal

This article emphasizes the value of creativity and arts-based learning in the sciences (STEAM education), using one example from a recent research study of creative and effective classroom teachers. The future of innovative thinking in STEM disciplines relies on breaking down the distinction between disciplines traditionally seen as “creative” like the arts or music, and STEM disciplines traditionally seen as more rigid or logical-mathematical (Catterall, 2002). The most exceptional thinkers in fields like science or math are also highly creative individuals who are deeply influenced by an interest in, and knowledge of, music, the arts and similar areas (Caper, 1996; …

Steam With A Capital A: Learning Frenzy, David Rufo

The STEAM Journal

A student dipped a brush into a bowl of viscous tempera paint and in a few quick strokes formed thick magenta letters on a large display board. Nearby a handful of students were working together to attach string to paper cups and balloons. Across the room a small group of girls were lying on the floor carefully adding multi-colored text to a poster. Two others created characters out of Popsicle sticks for a puppet show...This is how the integration of Science, Technology, Engineering, Arts, & Math (S.T.E.A.M.) happened with the fourth and fifth graders during the first few weeks of …

Beyond Competition--Innovation For A Sustainable Future, Stephanie Marshall

Stephanie Pace Marshall, Ph.D.

Dr. Marshall outlines her belief that the current context and conditions of schooling are far too constrained, prescribed and risk-averse for our children’s imagination, and as a result, actually mitigate against innovative thinking and creative and collaborative problem-solving. Authentic learning is a live encounter. She feels that we cannot mandate, punish or test our children into greatness and provides recommendations for educational transformation--not reform--to design the educational experiences needed by today's children.

Beyond Competition--Innovation For A Sustainable Future, Stephanie Pace Marshall

Publications & Research

Dr. Marshall outlines her belief that the current context and conditions of schooling are far too constrained, prescribed and risk-averse for our children’s imagination, and as a result, actually mitigate against innovative thinking and creative and collaborative problem-solving. Authentic learning is a live encounter. She feels that we cannot mandate, punish or test our children into greatness and provides recommendations for educational transformation--not reform--to design the educational experiences needed by today's children.