This paper will provide several examples of science and mathematics integration: navigation/map-reading, ecology/ecosystems/population growth, and chemistry/molecular structures. This paper underscores integrating STEM subjects with problem-based learning with technology such as video/computer simulations/programming/coding and the dynamic free…

In this commentary on the ZDM special issue: "Cognitive neuroscience and mathematics learning--revisited after 5 years," we explore the progress that has been made since ZDM published a similar special issue in 2010. We consider the extent to which future frontiers and methodological concerns raised in the commentary on the 2010 issue by…

A transcribed conversation between a mathematics educator and a disability studies educator is presented to highlight cross-disciplinary dialog as a fruitful space for recursive and reflexive engagement from which may emerge concepts to further both mathematics and disability education. The opening question, "How can I know what's possible in…

Mathematics can be defined as "the science of pattern and order" (Van de Walle, Folk, Karp, & Bay-Williams, 2009, p. 10). But because there is often a perceived spectrum of approachability to mathematics (based on common misconceptions that envision the subject as a sort of elitist wizardry) it is important to bear in mind different…

In a new era of Common Core State Standards (CCSS), teachers are expected to provide more rigorous, coherent, and focused curriculum at every grade level. To respond to the call for higher expectations across the curriculum and certainly within reading, writing, and mathematics, educators should work closely together to create mathematically…

Points out fundamental problems in combining mathematics education with the history of mathematics. Discusses the importance of the history of mathematics in mathematics education, dilemmas in using the historical approach, and two possible resolutions, radical separation and radical accommodation. (Contains 47 references.) (Author/YDS)

The increased pressure for gains in academic performance in mathematics and science are not going to dissipate, and rural schools must find a way to meet these challenges. The No Child Left Behind (NCLB) and the Carl D. Perkins Federal Vocational and Technical Education Act legislations have also put pressure on career and technical education…

Reviews previous reform efforts in the history of mathematics education. Argues for a rethinking of the "one teacher, one classroom" model of education and favors two teachers, one with science/mathematics and the other with humanities/language arts training, for a group of 40-50 students working cooperatively. (Author/MM)

Describes ideas originating in the theory and practice of computer science and shows how they could benefit the teaching and exposition of mathematics. Includes discussion of specification, syntax and semantics, formal transformations, types and polymorphisms, and self-monitoring. (29 references) (MKR)

Various approaches to integrating science and mathematics instruction are described. Integration is proposed as both an effective and realistic answer to calls for accountability. (MNS)

Reports on an experimental enterprise in which a writing course and a mathematics course were linked together so that writing was incorporated into mathematics instruction and problem solving was emphasized in writing instruction. Describes two writing assignments and two mathematic assignments. Contains student responses to the assignments. (TB)

Describes some interesting features of the book "Sumario Compendioso," first written in North America so that others can use it to enrich their classes and forge links between mathematics and other subjects. (KHR)

The recent interest of a number of educators in the reciprocal processes in the various school subjects and literacy (in the hope of achieving better teaching and more student involvement, interest, and enjoyment) is worthy of the careful consideration of all educators. All teachers involved in merging school subjects into a unit of study must be…

Discusses three assumptions that can help achieve the goals of international studies in the elementary school. The author shows how intercultural development can be added to Kohlberg's and Piaget's stages. A unit on the Japanese house illustrates how the study of another culture can integrate social studies and mathematical skills. (SR)

Presents a position statement on interdisciplinary learning and guiding principles for preK-4 curricula endorsed by the NCTM Board of Directors. Guiding principles include using meaningful connections among disciplines, fostering collaborative learning environments, developing democratic citizenship, providing a variety of social contexts,…