The following papers are taken from the American Mathematical Monthly. The volume, starting page, and title are given.
82 : 13
Four Panel talks on publishing
83 : 249
The relevance of mathematics
81 : 981
How I became a mathematician
82 : 466
The problem of learning to teach
92 : 170
Algorithmic Thinking and Mathematical Thinking
90 : 42
Any questions?
89 : 289
What is an answer?
89 : 4
The disk with the college education
89 : 8
A down-to-earth view of mathematics
88: 462
Mathematical models: A sketch for the philosophy of mathematics
88: 472
Computer Science, Mathematics and the undergraduate curricula in both
87: 794
Teaching problem-solving skills 95: 414 Celebrating Mathematics
100 365
The Tyranny of Tests
101 848
What Is Teaching?
102 102
Experimentation and Conjecture Are Not Enough
102 589
Fresh Breezes in the Philosophy of Mathematics
103 18
Classical Mathematics
103 134
A Fable of Reform
103 230
Calculus: Reformed or Deformed?
104 48
Math Lingo vs. Plain English: Double Entendre
104 946
The Mathematics Education Reform: Why You Should be Concerned and What
You Can Do
104 955
Confronting Reform
105 252
Doing and Proving: The Place of Algorithms and Proofs in School Mathematics
105 497
Two Dual Assertions: The First on Learning and the Second on Teaching (or
Vice Versa)
105 640
Mathematics on a Distant Planet
106 720
The Education of a Pure Mathematician
106 800
Effects of Calculus Reform: Local and National
106 910
Reform, Tradition, and Synthesis
106 915
You Don't Need a Weatherman To Know Which Way the Wind Blows
107 44
Start Where They Are: Geometry as an Introduction to Proof
108 988
Knowing and Teaching Elementary Mathematics, Review
110 886
The Role of Logic in Teaching Proof
111 411
Surprises from Mathematics Education Research: Student (Mis)use of
Mathematical Definitions
The following papers are
taken from Mathematics Magazine.
59: 67
When mathematics says no -
61: 139
Applied Mathematics as Social Contract
61: 220
The centrality of Mathematics in the History of Western Thought
62: 3
Brouwerian Counterexamples
67: 136
A Note on the History of the Cantor Set and Cantor Function
68: 83
Descartes and Problem-Solving
68: 163
Ideas of Calculus in Islam and India
70: 163
Ren. Descarte Curve-Drawing Devices: Experiments in the Relations Between
Mechanical Motion and Symbolic Language
The following paper is taken
from Mathematics Teacher.
81: 583
Thinking the unthinkable: the story of complex numbers (with a Moral)
The following papers are
taken from College Mathematics Journal.
28 360
Is Mathematics Necessary?
30 96
Mathematics and the Liberal Arts
30 197
Mathematics and the Liberal Arts II
33 118
Is There Enough Poison Gas To Kill the City?
Multicultural/Historical Papers:
The following articles are primarily historical in nature or cover some multicultural aspect of mathematics. Those students who are planning on becoming secondary or middle school teachers are required to pick one of the papers from this group.
The American Mathematical Monthly:
101 3
Introduction to Fermat's Last Theorem
101 66
The Evolution of Integration
101 464
How Hyperbolic Geometry Became Respectable
101 674
The Evolution of...On the Calculus of Variations and Its Major Influences
on the Mathematics of the First Half of our Century. Part I
101 963
The Role of Paradoxes in the Evolution of Mathematics
102 266
The Evolution of Algebra 1800-1870
102 387
Why Did George Green Write His Essay of 1828 on Electricity and Magnetism?
102 888
A Nobel Prize in Mathematics
103 586
The Development of Rigor in Mathematical Probability (1900-1950)
103 633
The History of the Hand-Held Electronic Calculator
103 729
A Hundred Years of Prime Numbers
104 1
Reading the Master: Newton and the Birth of Celestial Mechanics
104 210
Building an International Reputation: The Case of J.J. Sylvester (1814-1897)
104 261
The Significance of Mathematics: The Mathematicians" Share in the General
Human Condition
104 654
On the Historical Development of Infinitesimal Mathematics: Part 2
104 724
Calculus: A Modern perspective
106 534
What Makes a Great Mathematics Teacher? The Case of Augustus De Morgan
107 105
Elbert F. Cox: An Early Pioneer
108 97
Manuel P. Berriozubal
108 489
The Lost Squares of Dr. Franklin
109 105
Words and Pictures: New Light on Plimpton 322
110 177
Clarence F. Stephens
111 465
The Origin and Early Impact of the Moore Method
Mathematics Magazine::
64 291
Rigor and Proof in Mathematics: A Historical Perspective
67 136
A Note on the History of the Cantor Set and Cantor Function
68 83
Descartes and Problem-Solving
68 163
Ideas of Calculus in Islam and India
70 163
Ren. Descarte Curve-Drawing Devices: Experiments in the Relations Between
Mechanical Motion and Symbolic Language
71 331
Galimatias Arithmetical
72 83
The Discovery of Ceres: How Gauss Became Famous
76 3
Dr. David Harold Blackwell, African American Pioneer
College Mathematics Journal
25 179
Isaac Newton: Credit Where Credit Won't Do
30 258
The Witch of Agnesi
32 201
What's Harmonic about the Harmonic Series?
32 242
An Interview with Dame Mary Cartwright, D.B.E., F.R.S.
33 2
Was Calculus Invented in India?
33 178
An Interview with Dirk Struik on the Eve of his One Hundredth Birthday
33 266
Spanish Colonial Mathematics: A Window on the Past
Mathematics Teacher:
84 15
A chain of influence in the development of geometry
89 592
Why were so few mathematicians female?
94 9
Gloria Hewitt: Mathematician
94 50
Mathematics in Tribal Philippines and Other Societies in the South Pacific
94 98
The Sumario Compendioso: The New World's First Mathematics Book
94 458
The Most Magical of All Magic Squares
94 590
The Mayan Zeros
96 86
Benjamin Banneker's Mathematical Puzzles
Scientific American:
1999 May 76
Ada and the first computer
Multicultural Mathematics: Teaching Mathematics from a Global
Perspective, Nelson, Joseph & Williams
Chapter 1: A Rationale for a Multicultural Approach
to Mathematics.
Chapter 3: Ten Key Areas of the Curriculum