Chapter 13
The World's First Sudoku “Thirty-Niner”
What's in This Chapter?
Lars Peters Endresen and Håvard Graff, two talented engineers from Oslo, share how they created what may be the world's first Sudoku puzzle that has 39 clues
A hands-on exercise that mimics some of the programming techniques they used
This case study solves an intriguing problem: finding a Sudoku puzzle with 39 clues using the latest hardware advances. Multiple execution units, together with multiple cores, enable the modern programmer to tackle engineering problems that in the past would have been doable only on a supercomputer.
This case study uses the Streaming SIMD Extensions (SSE) registers and instructions in an ingenious way. The tricks used here can easily be used in other projects. The code is first optimized to run on one core, and then parallelism is introduced so that the code runs on several cores.
The Sudoku Optimization Challenge
Sudoku is a number-placement puzzle that uses a 9 × 9 grid of squares into which the numbers 1 through 9 are placed. The grid is further subdivided into 3 × 3 boxes, within each of which are 3 × 3 cells. The puzzle starts with an almost empty grid with some of the cells already filled. The aim of the puzzle is to fill the grid so that every row, every column, and every 3 × 3 box contains the numbers 1 through 9. This implicitly means that no row, column, or box can have duplicated numbers within it (see Figure 13.1).
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