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Bill the Lizard
"The time has come," the Walrus said, "To talk of many things..."
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Six Visual Proofs
Programming and Logic Puzzles
How Many Triangles?
Books Programmers Don't Really Read
Getting a Fair Toss From a Biased Coin
The SICP Challenge
SICP Exercise 1.12: Pascal's Triangle
Math visualization: (x + 1)^2
How many squares are there on a chess board?
Solving a 3x3 Magic Square
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Brian R. Bondy's blog
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Good Math, Bad Math
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Blog Archive
▼
2012
(1)
▼
January
(1)
SICP 2.50 - 2.51: Transforming and Combining Paint...
►
2011
(23)
►
December
(2)
The "N Days of Christmas" Solution
The "N Days of Christmas" Puzzle
►
October
(1)
SICP 2.49: Defining Primitive Painters
►
September
(1)
SICP 2.46 - 2.48: Frames & Painters
►
August
(1)
SICP 2.44 & 2.45: A Picture Language
►
July
(2)
SICP Lecture 3A: Henderson Escher Example
Letter Frequencies and Keyboard Layouts
►
June
(1)
SICP 2.42 & 2.43: The N Queens Problem
►
May
(1)
SICP 2.40 & 2.41: Nested Mappings
►
April
(4)
SICP 2.38 & 2.39: Folding Left and Right
SICP 2.36 & 2.37: Matrix Algebra
SICP 2.35: Counting the Leaves of a Tree
SICP 2.34: Horner's rule
►
March
(2)
SICP 2.33: List-manipulation operations as accumul...
SICP 2.32: Generating Power Sets
►
February
(4)
SICP 2.30 - 2.31: Mapping over trees
SICP 2.29: Binary Mobiles
SICP 2.28: Flattening Nested Lists
The Chaos Game
►
January
(4)
SICP 2.27: Reversing Nested Lists
SICP 2.24 - 2.26: Hierarchical Structure Basics
SICP 2.21 - 2.23: Mapping over lists
SICP 2.20: Dotted-tail notation
►
2010
(52)
►
December
(5)
SICP 2.19: Counting Change Revisited
SICP 2.18: Reversing a List
SICP 2.17: Last Item in a List
SICP 2.12 - 2.16: Extended Exercise: Interval Arit...
SICP 2.7 - 2.11: Extended Exercise: Interval Arith...
►
October
(4)
SICP 2.6: Church numerals
SICP 2.5: Representing Pairs as a Product
SICP 2.4: Implementing cons, car, and cdr
SICP 2.3: Rectangles in a plane
►
September
(3)
SICP 2.2: Line segments in a plane
SICP 2.1: Rational numbers
SICP Lecture 2B: Compound Data
►
August
(6)
Kaprekar's constant
SICP 1.46: Iterative improvement
SICP 1.45: Computing nth roots
SICP 1.44: Smoothing a function
SICP 1.41 - 1.43: Procedures as Returned Values
SICP 1.40: Zeros of the Cubic Function
►
July
(3)
SICP 1.37, 1.38, and 1.39: Continued Fractions
SICP Exercise 1.36: Fixed points and Average dampi...
SICP Exercise 1.35: Fixed points and the Golden ra...
►
June
(1)
Interesting Miscellany
►
May
(4)
SICP Exercise 1.34: Procedures as Arguments
SICP Exercise 1.33: Filtered Accumulator
SICP Exercise 1.32: Accumulator
SICP Exercise 1.31: Product of a Series
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January
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2009
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2008
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November
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October
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September
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August
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July
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