combinatorial game theory造句
例句與造句
- This leads to combinatorial game theory as developed by John Horton Conway.
- Games like nim also admit a rigorous analysis using combinatorial game theory.
- His varied research interests include combinatorics and combinatorial game theory.
- Then, the initial position can be described in combinatorial game theory notation as
- Some applications of combinatorial game theory to chess endgames was found by Elkies ( 1996 ).
- It's difficult to find combinatorial game theory in a sentence. 用combinatorial game theory造句挺難的
- Combinatorial Game Theory, a branch of applied mathematics, is a topic relevant to computer Go.
- Combinatorial game theory has been implicated in gaining actual proofs rather than practical ways to win positions.
- According to the normal play convention of combinatorial game theory, the first player who is unable to move loses.
- In combinatorial game theory, dots and boxes is an impartial game and many positions can be analyzed using Sprague Grundy theory.
- Go also contributed to development of combinatorial game theory ( with Go Infinitesimals being a specific example of its use in Go ).
- It was through Michael that Conway met Richard Guy, who would become a co-author of works in combinatorial game theory.
- Within combinatorial game theory it is usually called the "'nim-sum "', as it will be called here.
- For example, even though the rules of Mancala are relatively basic, the game can be rigorously analyzed through the lens of combinatorial game theory.
- In the language of combinatorial game theory, it happens when a Go game decomposes into a sum of subgames with polynomial size canonical game trees.
- Known for its simplicity and the elegance of its rules, Toads-and-Frogs is useful to illustrate the main concepts of combinatorial game theory.
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