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2002 (San Diego, CA)

Experiences with an Undergraduate Research Program Exploring Dynamical Systems with MAPLE.
Malcolm R Adams

Teaching Middle School Math in College: The Connected Mathematics Project as a College Curriculum for Teachers.
Susan L Addington

Using Virtual Reality Modeling Language (VRML) to Visualize Linear Algebra.
Frederick A Adkins

Intermediate Algebra: Traditional Instruction versus Instruction via Interactive Software Program.
Mohammad H Ahmadi

Webbased Development and Assessment of Fundamental Math Skills (WebFSE).
Darryl K. Ahner

An Introductory Modeling Course on Sustainability.
F"{u}sun Akman

Self Contained Capsules for Introductory Statistics Laboratory Activities.
Olcay Akman

The Integration of Mathematics and Science Through StandardsBased, Enrichment, and Safety Net Activities.
Faiz B AlRubaee

The Mississippi Louis Stokes Alliance for Minority Participation.
Charles C Alexander

Robert MurphyCork, Cambridge, London.
Patricia R Allaire

Linear Algebra and Digital Image Processing.
Mohamed Allali

Integrating Mathematics and Pedagogy: A large scale research study of an intervention designed to change prospective teachers' beliefs about mathematics in order to maximize their mathematics learning
Rebecca CA Ambrose

Teaching an Interdisciplinary Math & Biology course.
Janet L Andersen

A ClassroomBased Assessment of A College Algebra Course Using Projects.
Regina D Aragon

Heavenly Mathematics: Highlights of Cultural Astronomy.
Helmer Aslaksen

Math ADEPT: A Program for Middle School Inservice Mathematics Teachers.
Homer W Austin

A Simple Proof of Rolle's Theorem for Finite Fields.
Cristina Ballantine

The down side of the trapezoid: An Immediate Past President surveys the Internet.
Thomas F. Banchoff

Establishing a Long Term Undergraduate Research Program in Mathematics.
Michael J. Bardzell

Preservice Teachers' Understanding of Mathematical Logic: A Preliminary Report.
Harel Barzilai

Teaching Elementary and Intermediate Algebra Using ALEKS and the World Wide Web.
Jon R Becker

Developing Prospective Elementary Teachers' Ability to "Explain Why".
Sybilla Beckmann

Better Preparation in Mathematics Courses for Teaching Standardsbased Middle School Mathematics.
John K Beem

An Interdisciplinary Honors Seminar: The Art and Science of Patterns.
Donna L Beers

A proof of a partition conjecture of Bateman and Erdos.
Jason Pierre Bell

Computational Mathematics in Elementary Partial Differential Equations: Using Current Software to Solve or Analyze Elementary PDE's.
Carryn Bellomo

Assessing General Education Goals in an Introductory Statistics Course.
Julie A Belock

Connecting with Mathematics: Content materials for inservice and preservice teachers connecting the mathematics they learn with the mathematics they teach.
Steve R Benson

Our Summer on Mount Olympus: The Mathematical Olympiad Summer Program and International Mathematical Olympiad, Part 2.
Steve R Benson

Reforms in mathematics education: Best practices and malpractices.
Manuel P. Berrioz\\'abal

Learning to prove in a ProblemBased Learning environment.
Gianmario Besana

Developing the Interdisciplinary Course: ``Analogy, Mathematics & Poetry".
Marcia Birken

A Professional Development Program for Strengthening Middle School Teacher Content Knowledge that Utilizes the Mathematics Textbook Series from Singapore.
Richard Bisk

Building and Maintaining an Undergraduate Research Program  Undergraduate Training.
Kelly Black

The Force Table in the Mathematics Classroom.
Kelly Black

Mathematics and Mendelian Genetics.
Steven E Blasberg

Angle of Repose.
Stuart F Boersma

Dances with NCATE or How I Learned to Stop Worrying and Love the Rubric.
David E. Boliver

The Probability of Factorable Quadratics: Motivation for Completing the Square and the Quadratic Formula.
Michael J. Bosse'

The Waffle Algorithm for Egyptian Fractions.
Robert E Bradley

The crescents of Hippocrates from the second millennium BCE to the second millennium CE.
Una Bray

Why is there a warning on my can of diet soda? The Mathematics and Ethics of Medical Screening Tests.
Michael A Brilleslyper

Actual infinity: mental constructions and metaphors.
Anne Brown

Modeling Projects in a Beginning Applied Calculus course.
Sharon L Brown

Motivational Projects for Multivariable Calculus.
Carol J Browning

Math in the News.
Barry Brunson

Three Examples of Mathematical Reasoning from the Printed Works of Mexico in the Sixteenth and Seventeenth Centuries.
Bruce S. Burdick

Mistakes, Fallacies, and Misconceptions in the History of Mathematics.
Mark S. Burgin

Using Linear Algebra to Determine Quarterback Passer Ratings.
Owen D Byer

An Integrated Professional Development Program For Mathematics Majors.
G. Daniel Callon

Fixed Points for Discrete Logarithms.
Mariana Campbell

Limits and Olympic Data: Forecasting the 2002 Winning Time.
David H Carhart

Was Malthus Correct? The Problem of Rice in India.
David H Carhart

Recruiting and Preparing Middle Grades Teachers.
David C. Carothers

Creating a Mathematically Rich Environment.
Melinda W Certain

Recruitment of Mathematics Majors at a FourYear, Comprehensive University.
Kevin E Charlwood

Gou Gu Ge Yuan JiI "Chinese approach" to Trigonometry in 18th Century China.
JiangPing J Chen

Preparing for Calculus Using Mathematica: A Laboratory Approach.
Barry Cherkas

A Capstone Course for PreService 912 Teachers.
Kimberly M. Childs

Linear Algebra and Technology.
Dipa Choudhury

How Monitored Projects Can Convince NonScience Majors That Mathematics Is Applicable to Everyday Experiences.
Helen C Christensen

Elementary Modeling and the Olympics.
Jeffrey W Clark

A Time Saving Suggestion for Grading Statistics Projects.
Richard J Cleary

Banking on "The Weakest Link".
Paul R Coe

Projects for PreService Teachers in an UpperLevel Modern Geometry Class.
Timothy D Comar

(Cooperative) Groups and Geometry in a Labbased Setting.
Jeff Connor

A PredatorPrey Model With a Computer Algebra System.
Mary Ann Connors

The BatemanHorn Conjecture for Number Fields.
Keith Conrad

Random matrix theory and the distribution of values of the Riemann zetafunction.
Brian Conrey

IUSB Connections: Promoting Retention by Addressing the Needs of Students in Developmental Mathematics and English.
Richard A Cook

Journaling Through College Algebra.
Sarah V Cook

Pathways to Careers in Mathematics and Computer Science for Urban Minority Students.
Stephen Cooper

GroupLearn: Electronically simulating a calculus study group.
Larry Copes

NatureInspired Chemical Reaction Engineering.
MarcOlivier Coppens

Gender Equity in Oklahoma.
Dana S Craig

Creating Undergraduate Research Projects: A case for collaboration.
Pam Crawford

Induction: It's Only Natural.
James W Crawley

On the Additive Structure of Prime Numbers.
Ernie S Croot

Cognitive structures and their role in success in algebra courses.
Lillie F Crowley

Motivating the Group Axioms in an Undergraduate Course in Abstract Algebra.
Michael J Cullinane

Using Compound Interest to Motivate the Study of Exponential Functions in College Algebra.
Michael J Cullinane

Various Notions of Distance.
Michael J Cullinane

Johan Hudde's "Epistola secunda de maximis et minimis": Maxima and minima, including an early version of the quotient rule, before Newton and Leibniz.
Daniel J Curtin

How Fundamental is the Fundamental Theorem of Calculus?
Lawrence A D'Antonio

Learning Elementary Algebra at College: An atmosphere of intellectual challenge in a socially supportive setting.
Rosalie A Dance

Optimizing Benefits for Fish and Fishermen.
Rosalie A Dance

The Role of Culture in International Teaching Assistants' Beliefs about Mathematics and the Teaching and Learning of Mathematics: A Preliminary Report.
Thomas C DeFranco

Learning rules projects in linear algebra.
Elias y Deeba

Geometry in a Calculus Course and Calculus in a Geometry Course.
David Dennis

From shuffling cards to the roots of randomness.
Persi W. Diaconis

An Interdisciplinary Quantitative Reasoning Program at Hollins University.
Caren L. Diefenderfer

New effective and universal method for numerical solving of Mathematical Physics Problems.
Isom N Dluraev

Effects of Use of MATHEMATICA in Learning of Basic Linear Algebra Concepts.
Hamide Dogan

Using both video and text on the web in a linear algebra course.
Gregory P Dresden

How can mathematical concepts be learned? Synthesizing APOS theory and mathematical formalism to get one possible answer.
Ed Dubinsky

Totally real number fields with large class number.
William Duke

Spreading the Word: Classroom Simulations for Modeling Logistic Growth.
Penelope Dunham

Inferential Statistics by Example: The Search for the Three Nicked Dice.
Kenneth D Dutch

Teaching Vectors in Context: Kennedy Space Center's Doppler Radar Wind Profiler Project.
Dennis C Ebersole

A MetaAnalysis of the Effects of Calculators on Students in Precollege Mathematics Classes.
Aimee J Ellington

A statistical F test for the natural attenuation of contaminants in groundwater.
Fe S Evangelista

Sums of powers of Kloosterman sums.
Ron J Evans

Students on Track  Designing a Train Track.
William K Farmer

The Evolution of Preservice Elementary Teachers' Beliefs in a ReformOriented Instructional Environment.
Jeff D. Farmer

Models To Improve Visualization of Volumes.
Laurene V Fausett

Problem Solving Groups as Research.
Dave Feil

A Web Intensive Business Calculus Class and Text.
Brian H Felkel

Computer Activities for Learning Mathematical Induction.
William E Fenton

Experimenting With Classroom Formats to Encourage Problem Solving.
Eileen Fernandez

The Student Take on the EpsilonDelta Definition of a Limit.
Eileen Fernandez

How a simple website can greatly improve your math courses.
Jeffrey J Feuer

Undergraduate Involvement in Research Opportunities at a Regional State University.
K. Renee Fister

Geometric Visualization in Problem Solving by Teachers of Grades 48: A Middle School/University Joint Project.
Jeanne Fitzgerald

The Continuum Hypothesis: A Look at the History of the Real Numbers in The Second Millennium.
Martin E Flashman

Using Probability to Understand Calculus.
Martin E Flashman

Building a Mathematical Community to Strengthen an Undergraduate Mathematics Program.
Julian F Fleron

Celebrating Mathematics at South Dakota State University.
Donna L Flint

A Capstone Course for PreService and Inservice Secondary Mathematics Teachers.
David Fowler

College Algebra Reform Through Interdisciplinary Applications.
William P Fox

ILAPS to the Rescue.
William P Fox

Our Profession In Crisis.
William P Fox

Technology and Computational Methods might begin in ODEs.
William P Fox

Exams in a Computer Laboratory Setting.
Jim Freeman

Developing Effective Course Web Pages for Undergraduate Mathematics Courses For NonMajors.
Cathy M Frey

Using Trigonometric Functions for Temperature Models.
Cathy M Frey

Teaching and Learning the Foundations of Geometry.
Charles P. Funkhouser

A Liberal Arts Course  Environmental Mathematics.
B. A. Fusaro

Teaching a College Algebra course to students majoring in Telecommunications Managemant, Electronics Engineering Technology and Computer Information Systems.
Stefanos Gialamas

Instilling a profound understanding of infinite decimal expansions.
Anant P Godbole

Broadening the Definition of College Algebra.
Bonnie Gold

Offering a Range of Algebra Alternatives.
Bonnie Gold

Moments of Short Divisor Sums and Gaps Between Primes.
Daniel A Goldston

Rethinking the Preparation for Calculus: The Implications for College Algebra.
Sheldon P Gordon

Why Can't a Turkey Fly: The Power of Power Functions.
Florence S Gordon

Mathematics in the News: A Course Project that Shows Students Mathematics is Alive and Well.
Catherine A. Gorini

Making Mathematical Connections.
Karen J Graham

Online solutions for math textbook homework problems.
Charles A Grant

Probability, combinatorics, and physics in analytic number theory.
Andrew J. Granville

What the Shortstop Sees.
Elton Graves

Biology applications for an applied calculus course.
Raymond N Greenwell

Improving Mathematical Content Knowledge for the Elementary or Alternatively Certified Middle School Teacher.
Linda K Griffith

Ants Help Solve the Traveling Salesman Problem (TSP.
Bruno Guerrieri

Proof in Discrete Mathematics.
Nancy L Hagelgans

Mathematics 101: An Introduction to Mathematical Thought.
Jacqueline Anderson Hall

Multicultural Mathematics.
Rachel W Hall

The Interdisciplinary Scholarship of Teaching in IUSB's Connections Program, A Learning Community.
Janet B Hall

A Foot By Any Other Name  A Paradox for Calculus Students.
Tracy D Hamilton

A One Semester Senior Seminar Experience.
Robert T Harger

A Conservative Approach to Reform College Algebra.
Ronald J Harshbarger

Scissors and String; Conjectures and Theorems.
Kevin L Hartshorn

Balanced Lines: Mathematics of Microphones.
Mako E Haruta

Customized Math Lab Projects for Algebra and Precalculus.
Mako E Haruta

A comparative investigation in college algebra of student appeals to authority in written mathematical justification.
Shandy Hauk

Combining Java Programming and Differential Equations.
Garrett D Heath

Java Applets: A Transformation for Mathematics.
Garrett D Heath

The use of Poster Sessions in Liberal Arts Mathematics (and other) Courses.
Edwin P Herman

A Contextual Definition of Functions for the College Algebra Course.
Scott R Herriott

Applications of College Algebra in Exercise and Sports Science.
Scott R Herriott

Introduction to Mathematical Modeling.
Steven M Hetzler

Junior seminar: An undergraduate research incubator.
Jeffry L Hirst

Quantitative Literacy as an Alternative to College Algebra.
Holly P Hirst

Using JAVA Applets to Teach Probability, Geometry, Function and Number Concepts.
Holly P Hirst

Scenarios for Statistics: some animations of real data analysis with Macromedia Flash 5.
Susan P Holmes

A DiscoveryBased Course In Number Theory.
Jeffrey J Holt

An Elementary Diversity Index Developed Using Taylor Series and Lagrange Multipliers.
Donald E Hooley

A Capstone Experience for Mathematics Majors.
Colleen M Hoover

A LowTech Revolution in Active, Cooperative Proving.
Philip K Hotchkiss

A Visual Analysis of Knowledge Networks: Students Discuss Calculus.
Eric S Hsu

Rabbinical Mathematics, its History and Applications.
Carlos C Huerta

The Introduction to Fuzzy Mathematics in the Undergraduate Curriculum.
Carlos C Huerta

Finding Unpredictable Behavior in a Simple Ordinary Differential Equation.
Lisa D Humphreys

The SVD and QSVD in signals processing and signal separation.
Douglas R Hundley

Group Exercises for Abstract Algebra.
David J Hunter

Mathematics for Environmental Analysis  two courses.
Mic Jackson

On the sum of a series by Euler and an associated integral of Dirichlet.
Mysore S Jagadish

Solving Polynomial equationsIts historical importance in the development of algebra.
Mysore S Jagadish

Online Mathematics Testing for Retention of Engineers.
Jerry Johnson

Equitable, Envyfree, and Efficient Cake Cutting for Two People and Its Application to Discrete Goods.
Michael A Jones

Assessing the Use of Conceptual Statistical Software in an Introductory Applied Statistics Course.
John D McKenzie, Jr.

Elementary Mathematical Models  An entry level mathematics course for the five minute university.
Dan Kalman

Mathematics for Human Survival.
Patricia Clark Kenschaft

Writing Assignments and the Real World.
Patricia Clark Kenschaft

Reflections on Efforts to Increase Female Participation in Mathematics.
Harvey B Keynes

Tools of American Mathematics Teaching, 18202000.
Peggy Aldrich Kidwell

Calculus Reform Through Lesson Study: Importance, Development and Implementation.
Kendra S Killpatrick

Teaching Seminar Courses in Mathematics for Undergraduate Social Science Students.
Daniel King

Curriculum Used in Three Versions of College Algebra at Portland Community College.
Jerry R Kissick

Elliptic Curve Cryptography with Maple and Java (Preliminary Report).
Richard E Klima

An Online Multivariable Calculus Textbook.
Jeff R Knisley

Using ProjectBased Learning to Integrate Statistics and Business Applications in a Firstyear Mathematics Course.
Paul Kochanowski

Algebra and Calculus Concepts for Preservice Middle School Teachers  A Constructivist Approach in Developing a Profound Understanding of School Mathematics.
Becky J Krakowski

Utility Of CART: Classification And Regression Tress For Improving College and University Retention.
Gerard T LaVarnway

Old math, new math: Using polynomials to gain insight into the design of cryptosystems.
Susan Landau

Classroom Ready Environmental Mathematics Resources.
Greg A Langkamp

The Quadrature of Lunes, from Hippocrates to Euler.
Stacy G Langton

College Algebra on the Web.
Denise J LeGrand

Writing Mathlets: A Call To Math Professionals.
Thomas E Leathrum

Mathematica, Simple Coding, and Invertible Matrix.
Heakyung Lee

When research is required of every student.
Todd Lee

An Analysis of Scoring Algorithms in Boxing.
Robert E Lewand

Fundamental Theorem of Calculus  from Archimedes to Cauchy.
PoHung Liu

How to Ask a Sensitive Question: Demonstrating Randomized Response in the Classroom.
Patti Frazer Lock

Sliding the Point Home: A Dynamic Software Tool for Illustrating Statistical Ideas.
Robin H Lock

Curvature in the Calculus Curriculum.
Jerry M Lodder

A Project to Teach Parametric Equations Using Star Wars: Episode 1.
Carl V Lutzer

A Trip to the Circus  From General Mathematics to Multivariate Calculus.
Sarah L Mabrouk

Panel Discussion  Creating and Maintaining Programs To Change Student Views Of Mathematics.
Sarah L Mabrouk

Project Enhanced College Algebra at Framingham State College.
Sarah L Mabrouk

Apache Math Camp  A summer program at the University of Arizona.
Daniel J Madden

Rich Mathematical Problems at SUNY Potsdam.
Blair F Madore

From Hanoi's Tower to the Internet: A Sampler of Activities Designed to Help Students Develop Proofwriting Ability.
Teresa D Magnus

Math in the First Year Studies Program: An Integrated Approach to Collegiate Studies and Mathematical Thinking.
Teresa D Magnus

Don't Forget the Proofs!
William T Mahavier

A Perfect Game of Dominoes  A Graph Theoretical Approach.
Jay A Malmstrom

Methods for the Effective Preparation of Mathematics Educators.
Yolanda Manzano

Successful Approaches for the Recruitment and Retention of Underrepresented Students in Mathematics.
Yolanda Manzano

Achieving Deeper Understanding of High School Mathematics Through Extended Analysis of Problems.
Elena A Marchisotto

Our Summer on Mount Olympus: The Mathematical Olympiad Summer Program and International Mathematical Olympiad, Part 1.
Karen A Marrongelle

College Algebra Reform in a Traditional Department.
Linda Martin

Assessment as a Means of Instruction.
Robert del Mas

Networking with Scientists.
Jean Mastrangeli

0 for April, or, Are Batting Slumps Inevitable?
E L May

Investigation of fluid resistance to enhance student understanding of parameter variation in ODE's.
John M McArthur

The Complexity of Card Games.
Michael S McClendon

Professional Development and Curriculum Alignment Promote Deep Understanding of School Mathematics.
Jean J McGehee

What "profound understanding" of mathematical knowledge do preservice elementary teachers need to know?
Mercedes A McGowen

Increasing Retention in the Mathematical Sciences through Creation of Communities at the University of the Virgin Islands.
Camille A McKayle

Controversy at the US Coast and Geodetic Survey during the Duffield Administration (18941897).
Mark McKinzie

Workshops Can Also Increase the Numbers of Women in Mathematics.
Elizabeth W McMahon

Using Census Data to Make Comparisons Between Cities.
Laura A McSweeney

Bifrcation Analysis of a Dynamical System in Linear Algebra and Differential Equations.
Douglas B Meade

Resolving Kemeny's Conjecture: A Peek into the Third Millennium?
G. Arthur Mihram

Using Journals in a Liberal Arts Mathematics Class.
Mark A Mills

A New Spin on Projectile Examples.
Roland Minton

Who created the decimal fractions for the first time in the world?
Mohammad Moazzam

The Algebraic Connectivity of Two Trees Connected By an Edge of Infinite Weight.
Jason J Molitierno

Integrating research in undergraduate courses and studies.
Aliakbar MontazerHaghighi

Sports and Mathematics are Inseparable.
Montie G. Monzingo

Calculus students' views about justification in mathematics: preliminary report.
Margaret L Morrow

Does the price of chocolate chip cookies affect the quality?
Ann E Moskol

Curved Asymptotes: Connecting Algebra and Calculus.
N. R. Nandakumar

Integrated and interactive web based modules for multivariable calculus.
Revathi Narasimhan

Reflecting Projectiles: Constructing a "Mirror" for a Bouncing Ball.
Darryl K Nester

Exceedances in Sports.
Farzad D Noubary

Assessing Understanding in Calculus.
Melvin A Nyman

Developing Transferable Skills In Undergraduate Mathematics Students Via Collaborative Projects.
Melvin A Nyman

Modeling and Simulating the Double Pendulum.
Mike O'Leary

Middle Grades Teachers Revisit Geometry.
Judy S. O'Neal

Applications of Logic and Truth Tables in a General Education Mathematics Course.
Chris D Oehrlein

Taking Algebra Alternatives from the Community College to the High School.
Chris D Oehrlein

Instructional Implications of Attending to Students' Spontaneous Reasoning.
Michael C Furnish Oehrtman

The Challenges of Assisting Preservice Teachers Gain a Deeper Understanding of School Mathematics.
Albert D. Otto

The effect of an interdisciplinary algebra/science course on students' problem solving skills, critical thinking skills, and attitudes towards mathematics.
Karla J Oty

Finding the area of tiles with fractal boundaries.
Judith A Palagallo

Opening the Classroom Door  Experiences in Distance Learning.
Virginia W Parks

Finding and fixing systems' weaknesses: The art and science of engineering risk analysis.
M. Elisabeth PateCornell

Do Math and History Mix?
Joanne V Peeples

Deepening Understandings of Functions In Grades 58 Through Dynamic Visualization.
Barbara J Pence

Dynamic Visualization and Proof.
Barbara J Pence

Explorations In Algebra: Deepening Understandings of Functions.
Barbara J Pence

Sophie Germain's grand plan for proving Fermat's Last Theorem.
David J. Pengelley

Home Run Hitting.
Howard L Penn

Experience is a teacher  Some thoughts for the pool.
Timothy J Pennings

Mathematics for Health Sciences: An Interdisciplinary Prescription for Student Success.
Fred Peskoff

Moving Beyond College Algebra: What Makes Alternative Courses Successful?
Fred Peskoff

Examples of how Symbolic, Handheld Calculators have Changed the way we Teach Differential Equations.
Kathleen Pineau

Acceleration of convergence of fixedpoint iterations in medieval Sanskrit mathematics.
Kim Plofker

Dominance Matrices and Team Rankings.
Thomas W Polaski

Matrix Operations and Computer Graphics.
Thomas W Polaski

Some singular measures which have applications to Number Theory.
Andrew D Pollington

Fractal Tilings with Radial Symmetry.
Thomas E Price

A Few Good Animated Demonstrations for Multivariable Calculus.
John F Putz

Mathematical Biology REU at Jacksonville University.
Sanjay Rai

Adaptation and extension of the framework of reducing abstraction to explain students' construction of solution to differential equations.
Debasree Raychaudhuri

Retaining Math Majors at King's College.
Denise M Reboli

It's Not Fair!: A CoinTesting Project.
Troy D Riggs

Demos with Positive Impact: A Project to Connect Mathematics Instructors with Effective Teaching Tools.
Lila F Roberts

Providing Real Research Opportunities to Undergraduates.
Catherine A Roberts

OneWay ANOVA Designs and Analysis using Legos.
Ginger Holmes Rowell

College Algebra Defined for General Education.
Jo Ann B Royster

Web Resources for Mathematics of Flight.
George T Rublein

What I did in HighSchool Mathematics and Why.
George T Rublein

Mathematics and MERLOT (Multimedia Educational Resource in Learning and Online Teaching).
James J Rutledge

The Wallet Paradox Revisited.
Elyn Rykken

Finding the Speed of Light in Water: A Simple Calculus Demonstration.
James T Sandefur

Math with a PurposeA Dynamic Approach to Modeling.
James T Sandefur

Euler and the Greatest Homework Ever?
Edward Sandifer

Teachers' mathematical understanding and reasoning about the design of calculus courses (preliminary report).
Dara L Sandow

An examination of the knowledge base for teaching among university mathematics faculty.
Kimberly B Santucci

Lessons Learned about Applying for NSF Funding for an REU.
Daniel J Schaal

Learning Properties of Relations by Playing Cards.
Beth E Schaubroeck

WebBased Environmental Projects for Algebra Through Calculus.
Christopher Schaufele

Capstone Courses in Analysis, Algebra, and Mathematics and Technology for Secondary Mathematics Teachers.
Vince Schielack

Sports Applications for Discrete Mathematics, Probability and Statistics, Mathematics and Technology, or Other Undergraduate Courses.
Vince Schielack

Connecting Differential Equations to a Freshman and Sophomore Integrated Engineering Curriculum.
Bernd S.W. Schroeder

The Role of Metaphor in Student Acquisition of New Concepts.
Carol E Seaman

How Much Logic is Used in Transition Course Proofs and How Do Students Know It?
Annie Selden

Quantitative Reasoning and Informed Citizenship: An activitybased course for nonmajors.
Alicia Sevilla

Connections Between College Algebra and Composition Courses.
Morteza ShafiiMousavi

Mathematics in Action: A Holistic Approach to Teaching a Firstyear Mathematics Course.
Morteza ShafiiMousavi

Webbased, problemsolving tutorials as part of a structured study program for calculus.
Al Shenk

Ideas for Persuading Undergraduates to Become Involved in Mathematical Projects.
Deborah A ShermanDenvir

What should we teach in the course "Discrete Mathematical Stuctures"?
Niandong Shi

InDepth Secondary Mathematics.
MaryMargaret Shoaf

Black Holes and Black LoopsConnecting Elementary Arithmetic to Mathematical Research.
Murray H Siegel

The Probability/Statistics Object Library.
Kyle T Siegrist

Math Trails: An Educational Tool.
Charlotte Kaye Simmons

Using Consulting Problems to Reinvigorate a Liberal Arts Mathematics Course.
Carol A Simmons

Immersion Strategies to Start Undergraduate Research.
Roger A Simons

Modeling Historical Data in the Mathematics Classroom.
Deirdre L Smeltzer

Cinemath: Mathematics on the Silver Screen.
Charlie L Smith

Enhancing the Educational Experience: Statistical Boot Camp.
Brian E Smith

The Development of Mathematical Norms in an Undergraduate Number Theory Course.
Jennifer C Smith

Views of the real numbers and continuum.
Joanne E Snow

Pythagoras, Beyond Sierpinski and the Triplet.
Donald A. Sokol

Teaching the Art of Conjecture Using Computers and the Web.
Don E Spickler

Comments on the evolution of the normal curve.
Saul Stahl

Rush Hour and Dijkstra's Algorithm.
Mark Stamp

Some Matrix Applications to Logistics of Air Shipping Using MATLAB.
Alexander Stanoyevitch

Roger Cotes' Measures of Ratios and Angles.
Robert G Stein

Gaining a Deeper Understanding of Division of Fractions.
Brenda C Strassfeld

Inspiring Mathematics Majors through Personal Experience.
David B. Streid

Developing Understanding Among Statistical Representations.
Mary M Sullivan

Report on Bridging The Gap and other projects.
Tamas Szabo

Exploring Changes in Elementary Education Students' Mathematical Beliefs.
Stephen D Szydlik

Integrated Calculus: Combining calculus, precalculus, and algebra in one course to effectively train math and science majors.
Laura A Taalman

How Far Does a Marathoner {\\it Really} Run?
Robert N Talbert

An object oriented approach for studying queuing models.
Robert M Tardiff

Actvities in Experimental Design.
Daniel J. Teague

The Michael Jordan Problem: Solving a system of linear inequalities for lattice points.
Daniel J. Teague

Motivating and facilitating achievement in a technologyrich, WWWbased Geometry for Teachers course.
David A Thomas

Multimedia Mathematics Help For Business Majors And Their Teachers.
Richard B Thompson

Proofs in Collaborative Settings: Mathematics is often a team sport and never a spectator sport.
Mary T Treanor

Video Group Projects to Learn about the History of Mathematics of the Second Millennium CE.
Agnes Tuska

Paving the math way on the web.
J. J. Uhl

Developing a Computational Science Curriculum: A progress Report.
Ignatios E Vakalis

A Model of the ActivatedSludge Process in a Natural Wastewater Treatment System.
James A Walsh

Calculus and Environmental Modeling.
James A Walsh

Some Important Topics You Most Likely Will Not Encounter in an Economics Class.
Martin E. Walter

ICE  The Integrated Curriculum in Engineering Part I Applications from Physics and Engineering in the Calculus.
John R Watret

Resolving Conflicts Between Teachers' and Students' Beliefs About Mathematics.
Gideon L Weinstein

Mathematical Modeling as a Thread.
Richard D West

Projects for Numerical Investigation.
Richard D West

Introduction to Scientific Research: A Research Experience for Undergraduates Course.
John J Westman

Euler on Cevians.
Homer S White

Environmental Modeling: A general education course in an environmentally focused curriculum.
Jim Wright

Using Architecture to Teach the History of Mathematics.
Maria R Zack

Transformational Reasoning as a Tool for Defining, Conjecture and Proof.
Michelle J Zandieh

Graduating from college without college algebra.
John T Zerger

How is the Koch Curve Like a WellWritten Paper?
Daylene Zielinski

Symplectic Integrators for the Undergraduate Classroom.
Frank Zizza
Dummy View  NOT TO BE DELETED