Abstract
The Journal of Mathematical Behavior solicits original research on the learning and teaching of mathematics, from young children to adults, with a focus on how mathematical ideas are developed in learners under certain conditions that support learning. We are interested especially in basic research that aims to clarify, in detail and depth, how mathematics is learned.
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1 Introduction
The Journal of Mathematical Behavior (JMB) has continued to serve as a leading journal in the field for almost half a century. It was founded by the late Robert B. Davis in 1971 as the Journal of Children’s Mathematical Behavior. The first issue of the journal that was available for the research community was Volume 1, issue number 3, September 1975. This volume includes the following statement: “The Madison Project is one of the federally-funded ‘New Math’ projects. It is concerned both with practical assistance to schools and teachers, and also with theoretical questions in the areas of the nature of learning, the selection of appropriate curricula, and the creation of effective learning environments.” In autumn 1980, Volume 3 became the first issue of The Journal of Mathematical Behavior, with the expanded focus on mathematics learning, teaching, assessment and policy.
Robert B. Davis’ view in establishing the journal was to introduce new perspectives about learning mathematics with ideas drawn from cognitive science, to reshape, and make more rigorous, the ways that we investigate and conceptualize how mathematics can be learned. His book Learning mathematics: The cognitive science approach to mathematics education (Davis 1984) summarized this new perspective. Many influential papers were published at this time in a range of research journals, illustrating the cognitive science approach for studying mathematics learning.
The original mission of The Journal of Mathematical Behavior is reflected in current work. The Journal of Mathematical Behavior continues to seek to stimulate investigation and discussion of important questions about how people learn mathematics, reason mathematically, solve mathematical problems and use mathematics in their daily lives. As noted on the Journal’s web site, “The Journal of Mathematical Behavior solicits original research on the learning and teaching of mathematics. We are interested especially in basic research that aims to clarify, in detail and depth, how mathematical ideas develop in learners.” We welcome papers that “develop detailed, fundamental understanding of how people, in realistic settings, build, retain, communicate, apply and understand important mathematical ideas.”
A distinguishing feature of JMB is that we focus on qualitative analyses that provide detail in how mathematical ideas and ways of reasoning are built by learners, supported, if applicable, with appropriate quantitative (statistical) data analysis.
2 Scope
As described on the JMB website, “Our intended audience includes researchers who concentrate on the learning of mathematics and science, psychologists, mathematicians, cognitive scientists, teachers, teacher educators, curriculum developers, parents, administrators, and policy makers.” For example, recent findings have highlighted the importance of research on newly-developing aspects of mathematics learning, teaching, and assessment such as the complexity of learning mathematics and the attention to be paid to issues for English language learners (EL students) and learners with specific learning challenges.
The editors encourage submission of reports of basic studies that might indicate a range of possibilities not commonly recognized. Such studies might do the following: clarify potential obstacles to student understanding of mathematics; describe and analyze relevant efforts to improve curriculum or pedagogy in mathematics, at any level, from early childhood through adulthood; offer analyses of appropriate goals for mathematics curricula for diverse student populations; and critically discuss what might be changed in curricula or in learning experiences. In addition to more formal studies, the editors welcome dialogue, discussion, and debate. We encourage authors to submit short papers that continue, extend, modify, or challenge work that has appeared in JMB.
3 Guide for Authors
Instructions for preparing a paper for submission are available on the Elsevier website https://www.journals.elsevier.com/the-journal-of-mathematical-behavior.
From that site, authors can download the Understanding the Publishing Process document or the Author Information Pack or read the Guide for Authors online. Also refer to the Authors’ Update web page https://www.elsevier.com/connect/authors-update for up-to-date information of interest to authors, reviewers, and readers.
To submit a manuscript, log on to EVISE for The Journal of Mathematical Behavior at https://www.evise.com/profile/#/MATBEH/login.
Follow the instructions for creating an account if you do not already have one. Submit a manuscript by selecting the My Author Tasks tab and then clicking on the blue button for Start New Submission. Enter information under the four categories (Enter manuscript information, Upload files, Provide additional information, and Review and submit).
Authors should note the following common misunderstandings relating to submitting manuscripts to JMB.
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The EVISE system requires that you submit only a blinded version of the manuscript. Please do not submit an unblinded manuscript.
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There is no limit on the length of a submission.
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Page numbers are not required, but they are very helpful to reviewers and editors.
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This Journal does not accept manuscripts focusing on strictly statistical analyses. We accept manuscripts with statistical analyses that supplement and support qualitative research.
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Manuscripts submitted to this journal that include summaries of results must also include supporting data.
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The Journal does not accept manuscripts describing lesson plans, unless they are in the context of student learning.
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Papers on strictly mathematical topics (e.g., proofs of theorems) are not suitable for this journal.
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Due dates for submissions of revised manuscripts are set automatically by system default. If you need more time to revise a manuscript, send a request to the editor handling your manuscript. Such requests are usually granted.
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If any parts of the decision letter are not clear, ask the editor handling your manuscript for clarification.
4 Language Editing Services
Editing, proofreading, and translation services are available to authors whose first language is not English. These services are available through the WebShop at https://webshop.elsevier.com/.
5 Special Issues
In order to address particular areas of mathematics learning that require multiple perspectives and contributions, we invite proposals for Special Issues. Over the years, Special Issues involved a variety of topics related to learning and teaching particular areas of mathematics, elementary through tertiary.
Special Issues, either stand-alone or as Special Issue Sections, consist of original papers focused on a particular topic; these collections have made important contributions to the field. Table 22.1 gives the range of Special Issue topics that have been published in this journal.
5.1 Proposals for Special Issues
The editors encourage new proposals. Special Issues (about 12–15 papers) or Special Sections (about 8–10 papers) should appear in fewer than half the issues that make up the Journal each year. Given the number of suggestions received, the editors have to be quite selective in accepting ideas and topics that will make an important, timely and high-quality contribution to the field. To optimize the appropriate timing of publication, the editors welcome suggestions at an early stage in their development. In some cases, initial contact may be made with any of the editors for exploratory discussions, and these may lead to a proposal by the prospective guest editors. Alternatively, guest editors may also proceed directly to submitting a proposal. The following list gives the information needed in a proposal for a Special Issue. All proposals are reviewed by the journal editors in consultation with the Publisher.
5.1.1 Basic Information
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Provisional title
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Names, titles, affiliations and contact information (including email information) of all the proposed guest editors
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Short title of the Special Issue (maximum 23 characters including spaces).
5.1.2 Overview
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Proposed topic, with outline scope and structure
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Academic rationale (contribution of the issue to the development of the field, etc.)
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Any special circumstances (conference, major research project, festschrift, etc.)
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Special Issue rationale.
5.1.3 Possible Contributors
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Number of expected papers to be published in this Special Issue
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If known, a list of the potential authors plus topics; if not known, the steps to be used to identify such a list.
5.1.4 Process for Reviewing Papers
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Stages of submission, review and decision
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Mode of submission and review
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Role of any workshops, meetings, etc.
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Brief information about the editorial and related experience of the guest editors.
5.1.5 Schedule
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The date the first submission is expected
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The date by which all papers should be submitted
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The delivery date by which all manuscripts should be fully reviewed and final decisions made on all manuscripts
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Expected date of submission to the publishers.
6 Reviewing for the Journal of Mathematical Behavior
If you register for the Evise system in order to submit a manuscript, you are automatically placed in the system to be considered as a reviewer. Potential reviewers should specify areas of interest (e.g. algebra, preservice teacher preparation, language of mathematics). Alternately, those interested in reviewing manuscripts can get in touch with one of the editors.
Reviewer guidelines can be found at https://www.elsevier.com/reviewers/how-to-review.
Brief guidelines are as follows:
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You should agree to do a review only if the manuscript fits with your area of expertise, there is no conflict of interest, and you will be able to complete the review within the required time frame.
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The manuscript should be treated as confidential.
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Verify that the methods section describes a sound methodology and that the conclusions are consistent with the data.
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Reviews should be courteous and constructive. Personal details about the reviewer, including name, should not be included.
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The recommendation will be reject, accept, major revisions, or minor revisions. All recommendations should be supported by specific details about the manuscript.
8 Editorial Team
In conclusion, The Journal of Mathematical Behavior offers researchers and scholars an unparalleled opportunity to share knowledge and to invite colleagues to join in discussion about the significant issues of mathematical learning, teaching, and assessment. We encourage potential authors to search the published articles in the journal for colleagues whose interests and work align with their own; this, in turn can lead to collaborations that enhance the efforts that each individually may make.
Carolyn A. Maher, Editor
carolyn.maher@gse.rutgers.edu
Timothy Fukawa-Connelly
tug27597@temple.edu
Steven Greenstein
greensteins@mail.montclair.edu
Louise C. Wilkinson
lwilkin@syr.edu
Elizabeth Uptegrove
uptegrovee@felician.edu
Rina Zazkis
zazkis@sfu.ca
Reference
Davis, R. B. (1984). Learning mathematics: The cognitive science approach to mathematics education. Norwood, New Jersey: Greenwood Publishing Group.
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Maher, C.A., Uptegrove, E., Wilkinson, L.C. (2019). The Journal of Mathematical Behavior . In: Kaiser, G., Presmeg, N. (eds) Compendium for Early Career Researchers in Mathematics Education . ICME-13 Monographs. Springer, Cham. https://doi.org/10.1007/978-3-030-15636-7_22
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DOI: https://doi.org/10.1007/978-3-030-15636-7_22
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