Book contents
- Frontmatter
- Preface
- Contents
- Part 1 Student Thinking
- Part 2 Cross-Cutting Themes
- 2a Interacting with Students
- 13 Meeting New Teaching Challenges: Teaching Strategies that Mediate Between All Lecture and All Student Discovery
- 14 Examining Interaction Patterns in College-Level Mathematics Classes: A Case Study
- 15 Mathematics as a Constructive Activity: Exploiting Dimensions of Possible Variation
- 16 Supporting High Achievement in Introductory Mathematics Courses: What We Have Learned from 30 Years of the Emerging Scholars Program
- 2b Using Definitions, Examples and Technology
- 17 The Role of Mathematical Definitions in Mathematics and in Undergraduate Mathematics Courses
- 18 Computer-Based Technologies and Plausible Reasoning
- 19 Worked Examples and Concept Example Usage in Understanding Mathematical Concepts and Proofs
- 2c Knowledge, Assumptions, and Problem Solving Behaviors for Teaching
- 20 From Concept Images to Pedagogic Structure for a Mathematical Topic
- 21 Promoting Effective Mathematical Practices in Students: Insights from Problem Solving Research
- 22 When Students Don't Apply the Knowledge You Think They Have, Rethink Your Assumptions about Transfer
- 23 How Do Mathematicians Learn To Teach? Implications from Research on Teachers and Teaching for Graduate Student Professional Development
- About the Editors
16 - Supporting High Achievement in Introductory Mathematics Courses: What We Have Learned from 30 Years of the Emerging Scholars Program
from Part 2 - Cross-Cutting Themes
- Frontmatter
- Preface
- Contents
- Part 1 Student Thinking
- Part 2 Cross-Cutting Themes
- 2a Interacting with Students
- 13 Meeting New Teaching Challenges: Teaching Strategies that Mediate Between All Lecture and All Student Discovery
- 14 Examining Interaction Patterns in College-Level Mathematics Classes: A Case Study
- 15 Mathematics as a Constructive Activity: Exploiting Dimensions of Possible Variation
- 16 Supporting High Achievement in Introductory Mathematics Courses: What We Have Learned from 30 Years of the Emerging Scholars Program
- 2b Using Definitions, Examples and Technology
- 17 The Role of Mathematical Definitions in Mathematics and in Undergraduate Mathematics Courses
- 18 Computer-Based Technologies and Plausible Reasoning
- 19 Worked Examples and Concept Example Usage in Understanding Mathematical Concepts and Proofs
- 2c Knowledge, Assumptions, and Problem Solving Behaviors for Teaching
- 20 From Concept Images to Pedagogic Structure for a Mathematical Topic
- 21 Promoting Effective Mathematical Practices in Students: Insights from Problem Solving Research
- 22 When Students Don't Apply the Knowledge You Think They Have, Rethink Your Assumptions about Transfer
- 23 How Do Mathematicians Learn To Teach? Implications from Research on Teachers and Teaching for Graduate Student Professional Development
- About the Editors
Summary
Introduction
This article is aimed toward faculty in mathematics departments who are working to increase the number of highachieving mathematics students from racial and ethnic minorities and for researchers investigating these endeavors. The Emerging Scholars Program (ESP) is one of the most widespread models for supporting such increases. It is also one of the oldest, so there is a considerable body of research, both quantitative and qualitative, related to its impact. Whether or not one chooses to implement an ESP, this discussion of the history, philosophy, structure, impact, and future of the program will highlight important and emerging themes that any related student support efforts must confront.
Individuals, departments, and colleges are invested in issues related to diversity for a number of reasons. One reason is a belief that all students should have the opportunity to pursue a satisfying career path. While acknowledging that personality plays some role in student academic choices, research and practice point to systemic factors that also affect students' choices (some of which we elaborate in the section below, A Brief Look at the Emerging Scholars Program Model). This implies that institutions themselves have a responsibility to address such factors. Another reason for attention to issues of diversity is the increased health that disciplines experience from drawing on diversity–e.g., a variety of backgrounds, goals, and perspectives. This reason grows ever more important as minorities continue to constitute an increasing proportion of the U.S. population.
- Type
- Chapter
- Information
- Making the ConnectionResearch and Teaching in Undergraduate Mathematics Education, pp. 205 - 220Publisher: Mathematical Association of AmericaPrint publication year: 2008
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