What do new Sudoku techniques teach us about real-world problem solving?
desystemize.substack.com
What do new Sudoku techniques teach us about real-world problem solving?
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Re: What do new Sudoku techniques teach us about real-world problem solving?
#2Re: What do new Sudoku techniques teach us about real-world problem solving?
#3Re: What do new Sudoku techniques teach us about real-world problem solving?
#4A quite simple observation by the article on how perhaps to approach challenging life issues as well as say mathematical ones. As shifting perspectives when in the trenches of complex life challenges is really hard.
Re: What do new Sudoku techniques teach us about real-world problem solving?
#5The author describes a process called "ontological remodeling", which is when a change in viewpoint radically simplifies a previously intractable problem. This is the story, not just of Sudoku, but all of mathematics.
Re: What do new Sudoku techniques teach us about real-world problem solving?
#6The extrapolated concept is great for life in general. Quite literally use different vocabulary to reframe an existing challenge to force a shift in perspective and thereby arrive at a different problem. A quite simple observation by the article on how perhaps to approach challenging life issues as well as say mathematical ones. As shifting perspectives when in the trenches of complex life challenges is really hard.
Re: What do new Sudoku techniques teach us about real-world problem solving?
#7Re: What do new Sudoku techniques teach us about real-world problem solving?
#8The author describes a process called "ontological remodeling", which is when a change in viewpoint radically simplifies a previously intractable problem. This is the story, not just of Sudoku, but all of mathematics.
Re: What do new Sudoku techniques teach us about real-world problem solving?
#9Btw is the footnote a joke? I don't really get it:
The sum of the digits 1 to 9 is 45[1]
[1] This is a secret that Simon only tells his closest friends.
Re: What do new Sudoku techniques teach us about real-world problem solving?
#10"Ontological remodeling" is a lovely term. I think it's ubiquitous actually, but another nice example is the puzzle about tiling a chessboard with dominoes when the board is missing two opposite corners. Can you do it? If so, how? If not, why not? Btw is the footnote a joke? I don't really get it: The sum of the digits 1 to 9 is 45[1] [1] This is a secret that Simon only tells his closest friends.