By analyzing a novel game, we can study some fascinating mathematical concepts which leads to surprising conclusions. While doing so, we come across one of the important real number, the Golden Ratio. We introduce Whythoff’s Nim game and calculate the safe pairs for our main problem. The paper leads to many further investigations related to connecting mathematics with games
The solutions of certain combinatorial games are of a particularly nice form. For the games we shall...
Abstract: The Maths Arcade is an extracurricular club for undergraduate students to play and analyse...
We study the half-dependent problem for the king graph Kn. We give proofs to establish the values h(...
We relax the hypothesis of a recent result of A. S. Fraenkel and U. Peled on certain complementary s...
We relax the hypothesis of a recent result of A. S. Fraenkel and U. Peled on certain complementary s...
One single Queen is placed on an arbitrary starting position of a (large) Chess board. Two players a...
This paper serves as an exposition on the theorem proved by Michael Krivelevich which states that th...
Wythoff’s Game, named after Willem Abraham Wythoff, is a well known game amongst number theorists. D...
In this paper, we shall introduce a game called Corner the Knight Game, which is a game changed the ...
This report details my adventures exploring the Game of Cycles in search of winning strategies. I st...
Part 2: Regular PapersInternational audienceWe show that the winning positions of a certain type of ...
Delve into the exciting world of math through games, puzzles and other sources! Participants shall t...
Many players know that the secret to winning the game of Nim (and other “impartial ” combinatorial g...
The development of a good winning strategy for Noughts and Crosses is a good exercise to give childr...
The Maths Arcade is an extracurricular club for undergraduate students to play and analyse strategy ...
The solutions of certain combinatorial games are of a particularly nice form. For the games we shall...
Abstract: The Maths Arcade is an extracurricular club for undergraduate students to play and analyse...
We study the half-dependent problem for the king graph Kn. We give proofs to establish the values h(...
We relax the hypothesis of a recent result of A. S. Fraenkel and U. Peled on certain complementary s...
We relax the hypothesis of a recent result of A. S. Fraenkel and U. Peled on certain complementary s...
One single Queen is placed on an arbitrary starting position of a (large) Chess board. Two players a...
This paper serves as an exposition on the theorem proved by Michael Krivelevich which states that th...
Wythoff’s Game, named after Willem Abraham Wythoff, is a well known game amongst number theorists. D...
In this paper, we shall introduce a game called Corner the Knight Game, which is a game changed the ...
This report details my adventures exploring the Game of Cycles in search of winning strategies. I st...
Part 2: Regular PapersInternational audienceWe show that the winning positions of a certain type of ...
Delve into the exciting world of math through games, puzzles and other sources! Participants shall t...
Many players know that the secret to winning the game of Nim (and other “impartial ” combinatorial g...
The development of a good winning strategy for Noughts and Crosses is a good exercise to give childr...
The Maths Arcade is an extracurricular club for undergraduate students to play and analyse strategy ...
The solutions of certain combinatorial games are of a particularly nice form. For the games we shall...
Abstract: The Maths Arcade is an extracurricular club for undergraduate students to play and analyse...
We study the half-dependent problem for the king graph Kn. We give proofs to establish the values h(...
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