Imagine an arbitrarily large chessboard where some of the squares are labelled with distinct letters of the alphabet. A word is said to be knight-graphable (NG) if there exists some labeling such that a knight can spell out the word by starting on the square labelled with its first letter, then making a valid move to the square labelled with its second letter, and so on until the square labelled with the last letter is reached
Copyright © 2013 Amanda M. Miller, David L. Farnsworth. This is an open access article distributed u...
Knight\u27s Tour Quotes (KTQs), also called Knight\u27s Tour Crypts, are a word puzzle enjoying a ne...
Depicted here is an innocent-looking letter square. The square was devised by Dr. Jean C. Sabine, of...
In a previous article we examined some properties of knight-graphable words. A word is knight-graph...
A word (or phrase, sentence, etc.) is said to be king-graphable (KG) if each of its distinct letters...
Most words are queen-graphable; each different letter can be placed on a chessboard in such a way th...
In this article, I present a new subject for logological study: the knight\u27s-tour letter square. ...
In chess, the queen is the most versatile piece, moving in any of eight directions; unlike the king,...
In chess, a king can move to nay of the eight adjacent squares on the board - up, down, left, right,...
The February 1996 Word Ways introduced the concept of a queen\u27s-move-graphable word: place the di...
The word square displayed below has a remarkable property. On the surface it is an ordinary double w...
This study will try to determine which chessboards can hold a knight\u27s tour. A knight\u27s tour i...
Fig la is a S-graph (S for simple). It contains the number names FOUR, FIVE, SIX, SEVEN, EIGHT, NIN...
More concretely, a(n) is the number of distinct graphs where the vertices can be mapped to different...
More concretely, a(n) is the number of distinct graphs where the vertices can be mapped to different...
Copyright © 2013 Amanda M. Miller, David L. Farnsworth. This is an open access article distributed u...
Knight\u27s Tour Quotes (KTQs), also called Knight\u27s Tour Crypts, are a word puzzle enjoying a ne...
Depicted here is an innocent-looking letter square. The square was devised by Dr. Jean C. Sabine, of...
In a previous article we examined some properties of knight-graphable words. A word is knight-graph...
A word (or phrase, sentence, etc.) is said to be king-graphable (KG) if each of its distinct letters...
Most words are queen-graphable; each different letter can be placed on a chessboard in such a way th...
In this article, I present a new subject for logological study: the knight\u27s-tour letter square. ...
In chess, the queen is the most versatile piece, moving in any of eight directions; unlike the king,...
In chess, a king can move to nay of the eight adjacent squares on the board - up, down, left, right,...
The February 1996 Word Ways introduced the concept of a queen\u27s-move-graphable word: place the di...
The word square displayed below has a remarkable property. On the surface it is an ordinary double w...
This study will try to determine which chessboards can hold a knight\u27s tour. A knight\u27s tour i...
Fig la is a S-graph (S for simple). It contains the number names FOUR, FIVE, SIX, SEVEN, EIGHT, NIN...
More concretely, a(n) is the number of distinct graphs where the vertices can be mapped to different...
More concretely, a(n) is the number of distinct graphs where the vertices can be mapped to different...
Copyright © 2013 Amanda M. Miller, David L. Farnsworth. This is an open access article distributed u...
Knight\u27s Tour Quotes (KTQs), also called Knight\u27s Tour Crypts, are a word puzzle enjoying a ne...
Depicted here is an innocent-looking letter square. The square was devised by Dr. Jean C. Sabine, of...