Laying the groundwork: The grounding metaphors that build quotient groups featured image

Laying the groundwork: The grounding metaphors that build quotient groups

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Holly Zolt
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Humanizing Proof-based Mathematics Instruction Through Experiences Reading Rich Proofs and Mathematician Stories featured image

Humanizing Proof-based Mathematics Instruction Through Experiences Reading Rich Proofs and Mathematician Stories

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Norman Contreras
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Moving beyond show and tell in proof-based courses. featured image

Moving beyond show and tell in proof-based courses.

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Kathleen Melhuish
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Whose experiences are we capturing? A critical reflection on classroom observation measures featured image

Whose experiences are we capturing? A critical reflection on classroom observation measures

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Kathleen Melhuish
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Adapting the Proof of Lagrange's Theorem into a Sequence of Group-Work Tasks

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Cody L. Patterson
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Attending to Coherence Among Research Questions, Methods, and Claims in Coding Studies featured image

Attending to Coherence Among Research Questions, Methods, and Claims in Coding Studies

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Jennifer A. Czocher
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Lessons Learned about Incorporating High-Leverage Teaching Practices in the Undergraduate Proof Classroom to Promote Authentic and Equitable Participation featured image

Lessons Learned about Incorporating High-Leverage Teaching Practices in the Undergraduate Proof Classroom to Promote Authentic and Equitable Participation

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Kathleen Melhuish
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Students' Techniques for Approaching Defining Properties of Functions featured image

Students' Techniques for Approaching Defining Properties of Functions

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Rosaura Uscanga
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Using Extant Proofs in the Classroom: A Comprehension Activity Structure

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K Lew
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Why ask why? An analysis of teachers’ why-questions in elementary and middle grade mathematics classrooms featured image

Why ask why? An analysis of teachers’ why-questions in elementary and middle grade mathematics classrooms

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Kathleen Melhuish
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Examining the concept of inverse: Theory-building via a standalone literature review featured image

Examining the concept of inverse: Theory-building via a standalone literature review

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John Paul Cook
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Reasoning productively across algebraic contexts: Students develop coordinated notions of inverse featured image

Reasoning productively across algebraic contexts: Students develop coordinated notions of inverse

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John Paul Cook
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Teaching routines and student-centered mathematics instruction: The essential role of conferring to understand student thinking and reasoning featured image

Teaching routines and student-centered mathematics instruction: The essential role of conferring to understand student thinking and reasoning

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Eva Thanheiser
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The Role of the Partitioning and Coset Algorithm Quotient Group Partial Meanings in Comprehending the First Isomorphism Theorem and Its Proof featured image

The Role of the Partitioning and Coset Algorithm Quotient Group Partial Meanings in Comprehending the First Isomorphism Theorem and Its Proof

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Kathleen Melhuish
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Collegiate mathematics teaching in proof-based courses: What we now know and what we have yet to learn

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Kathleen Melhuish
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Comparing student proofs to explore a structural property in abstract algebra

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K Melhuish
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Operationalizing authentic mathematical proof activity using disciplinary tools featured image

Operationalizing authentic mathematical proof activity using disciplinary tools

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Kathleen Melhuish
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The Efficacy of Research-Based 'Mathematics for All' Professional Development featured image

The Efficacy of Research-Based 'Mathematics for All' Professional Development

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Kathleen Melhuish
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Dual Measures of Mathematical Modeling for Engineering and Other STEM Undergraduates featured image

Dual Measures of Mathematical Modeling for Engineering and Other STEM Undergraduates

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Jennifer A. Czocher
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Networking Frameworks: A Method for Analyzing the Complexities of Classroom Cultures Focusing on Justifying

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Eva Thanheiser
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Two replication studies of the relationships between mathematical knowledge for teaching, mathematical quality of instruction, and student achievement

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Kathleen Melhuish
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Abstract algebra students’ evoked concept images for functions and homomorphisms

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Kathleen Melhuish
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Building mathematics self-efficacy of STEM undergraduates through mathematical modelling.

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Jennifer A. Czocher
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Division Is Pretty Much Just Multiplication

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Kathleen Melhuish
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Elementary School Teachers' Noticing of Essential Mathematical Reasoning Forms: Justification and Generalization

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Kathleen Melhuish
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Group Theory Students' Perceptions of Binary Operation

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Kathleen Melhuish
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Inquiry and Gender Inequity in the Undergraduate Mathematics Classroom

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Estrella Johnson
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Leveraging Variation of Historical Number Systems to Build Understanding of the Base-Ten Place-Value System

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Eva Thanheiser
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The Group Theory Concept Assessment: A Tool for Measuring Conceptual Understanding in Introductory Group Theory

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Kathleen Melhuish
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The Student Discourse Observation Tool: Supporting Teachers in Noticing Justifying and Generalizing

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Kathleen Melhuish
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When Students Prove a Theorem without Explicitly Using a Necessary Condition: Digging into a Subtle Problem from Practice

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Kathleen Melhuish
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Reframing Replication Studies as Studies of Generalizability: A Response to Critiques of the Nature and Necessity of Replication

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Kathleen Melhuish
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Three Conceptual Replication Studies in Group Theory

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Kathleen Melhuish
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Multiplication by 10 base-5: Making Sense of Place Value Structure Through an Alternate Base

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Jodi Fasteen
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