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David Page Papers
The University of Illinois Arithmetic Project was created in the fall of 1958 and was directed by Professor David Page. Over a five year period the staff of this project created an entirely new elementary mathematics course including textbooks and suitable teaching aids. This collection includes titled worksheets that progressively increase in difficulty.
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"=+ and X Tables for Modulo Eleven Arithmetic (1999)"
1999
1 to 7 and Reflect Both Sides (7 lattice, examples, problems, Answer Key) (1991)
1991
17-Folding Pure Cylinder with Absorbing Diagonal (northwest through 10) (2001)
2001
7-Folding Parking Garage w/ Regular Negatives and with one non-absorbing barrier (lattice only) (1998)
1998
7-Folding Parking Garage with Reg Negs and with One Absorbing Barrier (lattice only) (1998)
1998
7-lattice with absorbing islands
1994
A 270 degree Spiral Lattice It Expands Out Forever in All Directions But The Empty Southwest Corner Stays Empty; There are Stepping Stone Dots in the "Empty Quadrant" (lattice only) (1994)
1994
A 270 degree Spiral Lattice with an Absorbing Barrier on the Diagonal; The Dots and the Other Rules Stay the Same (lattice only) (1994)
1994
A 39-Fold Lattice with a Wall (lattice, examples, and problems, Answer Key) (1991)
1991
A 75-Lattice with an Absorbing Column Above 25 and An Absorbing Diagonal (1994)
1994
A Barrier Between 11 and 12 Up is 19
1991
A Barrier Between 11 and 12; Up is 19 (lattice w/ examples and problems) (1991)
1991
A Big Bunch of Primes
1997
A Clockwise Quilt with Long Skinny Blocks (lattice w/examples) (1993)
1993
A Cylinder Left and Right, A Cylinder Up and Down (1997)
1997
A Diagram of the Compound Mirror for the Keck Telescope w/ instructions and AK
1990
A Diagram of the Keck Telescope Mirror Instructions
1989
A Fan of Nine Wedges (One-to-One) AK
1990
A Fan of Similar (10 degree – 100 degree) Triangles (image and instructions)
1993
A Jagged Up-Wedge One Over and Two Up---On Each Side It Goes Up Forever; Stepping Stone Dots Left, Right, and Under (lattice only) (1997)
1997
A Ladder Problem
1992
A Ladder Problem (1992)
1992
A Left Wedge Missing (spiral with dots) lattice only (1996)
1996
A Left Wedge Missing with a Non-Absorbing Barrier (This is, with a verticle Wall) lattice only (1996)
1996
A Left Wedge Missing with an Absorbing Barrier
1996
A Multiplicative Lattice [lattice w/examples] [decimals] (1991)
1991
A Multiplicative Lattice [lattice with examples] [up x 3] [right x 2] (1991)
1991
A Non-Regular Hexagon Inscribed in a Circle
1992
A Non-Regular Hexagon Inscribed in a Circle
1992
A Periodic Lattice Folded Into a Pure Cylinder (lattice only) 1994
1994
A Periodic Lattice with Seven Dots per Cycle (1998)
1998
A Periodic Lattice with Wholes and Halves That Goes on Forever East and West (lattice w/ examples) 1994
1994
A Periodic Lattice with a Dozen to a Module (lattice, examples, problems, AK)
1991
A Pinwheel Quilt (1993)
1993
A Regular Undecagon Inscribed in an 18 cm Circle w/ AK
1990
A Sequence of Problems on Circles and Pieces of Circles: Using a Calculator
1993
A Seven Folding Lattice with O.O.B. Below (1991)
1991
A Seven Folding Lattice with Reflecting Barriers Left and Right (lattice only) (1993)
1993
A Spiral Lattice Filling One and One-Half Quadrants in the Plane (lattice only) 1993
1993
A Spiral Lattice Filling One and One-half Quadrants in the Plane
1993
A Spiral Lattice Filling One and One-half quadrants in the place with Absorbing Edges as shown (stepping stone) lattice only
1993
A Spiral Lattice Filling One and One-half quadrants in the place with Absorbing Edges as shown (wide) lattice only
1993
A Spiral Parking Garage with Some Blank Stalls – Called Dots; with Problems attached (1991)
1991
A Spiral Parking Garage with Strange Absorbing Barriers (island barriers at 40, 41, 42, 43) (lattice only) (1994)
1994
A Spiral Parking Garage with a Wrong-Way Spiral of One Step (lattice with examples) (1998)
1998
A Spiral Quilt with 25 Numbers in a Block
1991
A Square Cut Out of a Triangles at Several Levels (1990)
1990
A Triangular Lattice that Moves “over One and Up Two” (lattice w/ examples)
1999
A Triangular Lattice that Moves “over One and Up Two” with Fully Absorbing Edges #223 (lattice w/examples)
1997
A Triangular Lattice that Moves “over One and Up Two” with Fully Absorbing Edges #224 (lattice w/examples)
1997
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Collection Details
Repository
University of Illinois Chicago. Library. Special Collections and University Archives Department (Richard J. Daley Library)
Collection Type
University Archives
Collection Location
Library of the Health Sciences, Chicago
Subject--Name
Department of Mathematics, Statistics and Computer Science
Theme
UIC History & Administration
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