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Research Connections : Career and Research Journeys from the SMP Community / edited by Abra Brisbin, Karen Lange, Erin McNicholas, Emilie Purvine.

Springer Nature - Springer Mathematics and Statistics (R0) eBooks 2025 English International Available online

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Format:
Book
Author/Creator:
Brisbin, Abra.
Contributor:
Lange, Karen.
McNicholas, Erin.
Purvine, Emilie.
Series:
Association for Women in Mathematics Series, 2364-5741 ; 36
Language:
English
Subjects (All):
Mathematics.
History.
Mathematics--Study and teaching.
History of Mathematical Sciences.
Mathematics Education.
Local Subjects:
History of Mathematical Sciences.
Mathematics.
Mathematics Education.
Physical Description:
1 online resource (321 pages)
Edition:
1st ed. 2025.
Place of Publication:
Cham : Springer Nature Switzerland : Imprint: Springer, 2025.
Summary:
What does math research really look like? Which subfield is right for me? Do people like me go to graduate school, and succeed? This book provides students a “sneak preview” of math research in a variety of subfields. Each chapter features the work of a different mathematician along with enough background material for an advanced undergraduate or early graduate student to understand the key ideas and get a sense for the styles of thinking involved in each subfield. Each chapter is prefaced by a short biography of the mathematician who wrote the chapter (all people connected to the Carleton College Summer Math Program for Women), providing advice and examples of paths from undergraduate education, through graduate school and beyond. This book provides a source of ideas and starting points for in-class projects, independent studies, and student talks as well as supplementary reading in courses. The profiles of early career mathematicians and statisticians at the beginning of each chapter are valuable as an advising resource for students considering graduate school, or to show students a diverse view of modern mathematicians in a “Math for Liberal Arts”-style course.
Contents:
Chapter 1: On Partially Ordered Sets and the 1/3-2/3 Conjecture
Chapter 2: Group Actions and Riemann Surfaces
Chapter 3: Challenges in Using Data for Public Policy Decisions
Chapter 4: A Taste of Discretized Differential Geometry: Communicating Mathematics With Conceptual Metaphor
Chapter 5: The Scholarship of Teaching and Learning
Chapter 6: My Journey In Geometry
Chapter 7: Continued Fractions Connecting Number Theory, Dynamical Systems, And Hyperbolic Geometry
Chapter 8: Stochastic Models in Biology
Chapter 9: Finding Your Path.
Notes:
Description based on publisher supplied metadata and other sources.
ISBN:
9783031812170
3031812174
OCLC:
1500763892

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