This talk is not about the fastest way to solve sudoku, or how they are formed. In fact, anyone can make a sudoku grid. During my talk, we will examine the different possible sudoku grids and prove that the symmetries of a sudoku grid form a group, and how that assists in finding how many different sudoku grids exist of a particular order. For those who don’t know, the definition of a group will be defined and the rules of sudoku will be briefly explained before we begin.
Great presentation, very informative! Your explanation of groups was very precise and easy to understand coming from someone who has yet to learn about groups. It made it much easier to understand when you used a simple example like the square as a group as opposed to the rectangle. Your passion for the topic was truly evident and it helped create a wonderful presentation overall. I found it interesting how many variations there are of one unique sudoku grid and how many unique sudoku grids are realistically feasible. Well done!
Hello Olivia. This was a great presentation and very interesting because I love doing Sudoku puzzles. It was also very easy to understand even though I had trouble in Abstract when I first started learning of these concepts. Thank you for the insight on the Sudoku puzzles. Great job!