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CITE Journal is an open-access, peer-reviewed publication of the Society for Information Technology and Teacher Education (SITE) and is co-sponsored by four other teacher education associations:

  • Mathematics Education - AMTE
  • English/Language Arts Education - ELATE
  • Science Education - ASTE
  • Social Studies Education - NCSS-CUFA

There is also a General and Current Practices section of CITE sponsored by SITE.

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CITE-Math Editorial Panel

2020-2024

Jason Silverman, Drexel University

2021-2024

Mustafa Demir, University of Detroit Mercy

2022-2025

Lindsay Reiten, University of Northern Colorado

Linda Zientek, Sam Houston State University

2023-2024

Anne Estapa, University of Iowa

2023 - 2026

Shahab Abbaspour, University of Central Florida

Xiangquan (James) Yao, Penn State University

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Background

  • Established in 2000
  • Published quarterly
  • Online, open access, double-blind, peer-reviewed journal
  • Digital media may be included
  • No length requirement
  • Indexed by H.W. Wilson Education Full Text (since 2005), EBSCO (since 2006), ERIC, and LearnTechLib (all volumes)
  • Acceptance rate: varies by section
  • Typical review turn around: 4-12 weeks (varies by section)

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Purpose of Journal

The purpose of CITE-Math is to provide a forum for reporting on research and engaging in a dialog about best practices related to any area of technology and mathematics teacher preparation.

Research

Practitioner

Introduction

Introduction

Literature Review

Rationale

Methodology

Design of Innovation

Results

Evidence of Impact

Discussion

Discussion

Implications for Teacher Education

Implications for Teacher Education

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CITE-Math Review Criteria (8 Components)

A. Grammatical construction; writing style; use of non-sexist language.

For CITE-Math, the “writing style” is seen as the structure/elements/sections of the manuscript. For a research manuscript, sections should include: Introduction, Literature Review, Research Question(s), Methodology, Results, Discussion of the Results, and Implications for Teacher Education. For a practitioner-based manuscript, sections should include: Introduction, Rationale for the Innovation Connecting to the Existing Knowledge Base, Design of the Innovation, Evidence of Impact of Innovation, Discussion of the Impact, and Implications for Teacher Education.

B. Overall clarity of ideas and expression.

The article is well-organized, clear, reasoned, and follows a logical flow. The audience can understand the main points of the article easily.

C. Value or usefulness to field or profession.

The article has immediate and significant impact on practice, research, and/or policy related to technology and mathematics teacher education. The author(s) makes a strong justification for the way technology was utilized for mathematics teacher education.

D. Consistency with existing literature.

The author(s) presents a strong rationale for both research or practitioner-based manuscripts, justified and supported by the existing and current literature.

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CITE-Math Review Criteria

E. Important and timely.

The author(s) needs to make a strong case for why the topic is important and timely.

F. Adequacy of design/accuracy of analysis.

For a research manuscript, the author(s) provides a clear description of a high-quality methods section. For a practitioner-based manuscript, the author(s) provides a clear description of the design of the innovation.

G. Presentation and interpretation of findings, discussion, and conclusions. For a research manuscript, the author(s) provides a clear description of the results from the data analysis with evidence. For a practitioner-based manuscript, the author(s) provides evidence of claims and a clear discussion of the impact.

H. Inclusion of appropriate implications for practice and/or policy.

The author(s) presents clear implications, based on the results/evidence, for mathematics teacher education with a discussion of the effective use of technology.

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2022 Publications

VOLUME 22 ISSUE 3

Impacts of Microcredentials on Teachers’ Understanding of Instructional Practices in Elementary Mathematics

by Jennifer Borland, Adam Moylan , Anthony Dove, Matthew Dunleavy & Vinod Chachra

Using a Framework to Develop Preservice Teacher Noticing of Students’ Mathematical Thinking Within Technology-Mediated Learning

Nina G. Bailey, Demet Yalman-Ozen, Jennifer N. Lovett, Allison W. McCulloch, Lara Dick & Charity Cayton

VOLUME 22 ISSUE 2

Elementary Teachers’ Approach to Responsive Teaching in a Self-Regulated Mathematics Environment

by Anne Estapa , Denise Schmidt-Crawford , Andrea Ash & Ercin Sahin

VOLUME 22 ISSUE 1

Representations of Practice Used in Mathematics Methods Courses

by Christine K. Austin & Karl W. Kosko