

Following is a selection of presentations from the Joint Mathematics Meetings, 8-11 January 1997, San Diego, CA.

Organizers:
MAA Session
Innovations in Teaching Linear Algebra
David C. Lay, University of Maryland lay@math.umd.edu
Steven J. Leon, University of Massachusetts, Dartmouth
- ATLAST Lesson Plans for Visualizing and Discovering Linear Algebra
Steven J Leon, University of Massachusetts Dartmouth
- Using MATLAB to Promote Visualization and Discovery of the Concepts of Span and Subspace
Mary E Scherer, University of Redlands
David P Nasby, Orange Coast College
Jeff W Neslen, Ursinus College
Paul R Patten, North Georgia College
Marcus J Saegrove, Viterbo College
- A geometric introduction to the SVD
Dan Kalman, The Mathematical Association of America
- The Magnification Factor, Geometrically
David R. Hill, Temple University
- Singular Value Decomposition as a Last Lecture for Linear Algebra Classes
Richard H. Elderkin, Pomona College
Colm Mulcahy, Spelman College
John F. Rossi, Virginia Polytechnic Institute
- The Inclusion of Writing Assignments and Technology in a Linear Algebra Course
Jennifer M McNulty, The University of Montana
- A project of Geometric Visualization in Linear Algebra
EnBing Lin, University of Toledo
- Using The Joy of Mathematica in Linear Algebra
Alan Shuchat, Wellesley College
Fred Shultz, Wellesley College
- Eigenshows using Mathematica
Tilak A de Alwis, Southeastern Louisiana University
- Matrix inverses and linear independence - making the mysterious obvious
Patrick A. Rossi
- When can (or should) we teach least squares?
Richard N Barshinger, Penn State-Scranton
Caroline Haddad, SUNY-Geneseo
- ``Tech'' Lesson Plans: Least Squares and the Normal Equations
William C. Calhoun, Kalamazoo College
- Least Squares Problems and Developing the Concept of Projection in Linear Algebra Course
Mikhail M. Bouniaev, Southern Utah University
- Strategies for teaching subspaces and spanning sets
David C. Lay,- The impact of students' ways of thinking on their ways of understanding basic linear algebra concepts
Guershon Harel, Purdue University- Innovations in Teaching Linear Algebra
Gilbert Strang, Massachusetts Institute of Technology- Orthogonal triangularization and symmetric diagonalization
Charles R Johnson- Using quantifiers and set-builder notation in elementary linear algebra
David Carlson, San Diego State University- Student work groups in linear algebra classes.
A. Duane Porter, University of Wyoming- Visualization: pictures or algebra?
John Hannah, University of Canterbury- Computation and Conceptualization: The Case of the Dot Product
Michelle A Manes,- Change of Basis Made Simple.
Geza Schay, University of Massachusetts at Boston- On the Real Jordan Form for a Real Matrix
Nicholas J. Rose, North Carolina State University
- Exploring Numerical Linear Algebra via a Spreadsheet
Deane E. Arganbright, University of Papua New Guinea- An ATLAST Lesson Plan on Linear Transformations
William J. Higgins, Wittenberg University- Directing Student Application Projects in Mathematica
John R Wicks, North Park College- Visualization of Parametric Representations of Lines
Donald L Muench, St. John Fisher College- Successful strategies and projects for teaching linear algebra
Marta B. Pecuch-Herrero, Arizona State University West- Linear Algebra in Context
Thomas D. Morley, Georgia Tech- Intersecting (Affine) Subspaces: A Way To Measure The Realtive Size Of Subspaces.
John W. Davenport, Georgia Southern University- Turning Lights Out with Linear Algebra
Marlow Anderson, The Colorado College
Todd Feil, Denison University
Organizers:
College algebra reform.
MAA CRAFTY Panel Discussion
Donald B. Small, U.S. Military Academy
Panelists:
Della Bell, Texas Southern University
Linda Kime, University of Massachusetts, Boston
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