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ALLAN EDMONDS

Professor of Mathematics, Indiana University, Bloomington

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To find Rawles Hall and the Mathematics Department, check the campus map.

Teaching:

Spring 2012: M380 --- History of Mathematics with Intensive Writing and M371 --- Elementary Computational Methods
Fall 2011: M521 --- Introduction to Topology
Spring 2011: M380 --- History of Mathematics with Intensive Writing and M371 --- Elementary Computational Methods
Fall 2010: M521 --- Introduction to Topology
Spring 2010: M371 --- Elementary Computational Methods
Fall 2009: M211 --- Calculus I and M623 --- Topics in Geometric Topology Fundamental groups, aspherical manifolds, and Coxeter groups.
Spring 2009: M371 --- Elementary Computational Methods
Fall 2008: M211 --- Calculus I and T403 --- Modern Algebra for Secondary Teachers
Spring 2008: M371 --- Elementary Computational Methods and M522 --- Algebraic Topology
Fall 2007: M403 --- Abstract Algebra
Spring 2007: M371 --- Elementary Computational Methods and M722 --- Topics in Topology: Transformation Groups
Fall 2006: Topics in Euclidean Geometry
Spring 2006: M371 -- Elementary Computational Methods aka Numerical Analysis
Fall 2005: T336 -- Foundations of Euclidean Geometry
Spring 2005: M303 -- Linear Algebra
Spring 2004:M303 -- Linear Algebra and M522 -- Algebraic Topology
Fall 2003: M311 -- Third semester calculus
Spring 2003: M212 -- Second Semester Calculus. Syllabus
Fall 2002: M403 -- Introduction to Modern Algebra. See Oncourse
Fall 2001: M623 -- Topics in Geometric Topology
Spring 2001: Information for M119 Information for M621/M622
Fall 2000: Information for M119 Information for M621
Spring 2000: Information for M303 Information for M391

Research:

Mathematics Genealogy Project
MathSciNet
Erdös Number: 3

Personal

Links

How to contact me:

Department of Mathematics, Rawles Hall 449, Indiana University, Bloomington, IN 47405
Telephone: (812)855-0961
Messages: (812)855-3171 Fax: (812)855-0046
Email:

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Miscellanea

A Sampling of mathematical humor (AMS Notices, 2005)

Katie likes and Becky likes

What's important is not the process by which you arrived at an idea, but a story that gives the idea context and meaning. It's a story you make: a setting of meaning and reason for the idea, rather than the history of how you stumbled on the idea. Bill Thurston.

Different people have different mental styles, and different standards of when they accept something enough to move on. I've watched people who are very fast on the uptake sometimes flame out, and people who absorb slowly stick to their instincts and over time do really fabulous work, picking up on things that the fast people zoomed past without noticing. I think we need the variety of styles --- they contribute to progress in ways that build on each other. Thanks for your interesting examples. Bill Thurston.

mypage.iu.edu/~edmonds/index.html