Add to ORKGIn the November 1990 Kickshaws, Dave Morice presented some remarkable word sets due to Michael Sussna. As Ross Eckler was kind enough to point out, the latter are closely related to alphamagic squares, a topic I introduced in a two-part article that appeared in 1986 in Abacus, a computer quarterly published by Springer-Verlag(1). Alas, Abacus was discontinued in 1988 after a brief five-year run
An alphametic, as most Word Ways readers are surely aware, is a puzzle like SEND + MORE = MONEY, in ...
In a companion article, I presented the hundred 6x6 quality word squares. In this article, I extend...
Happy enough to have found 10- and 11-squares, I then heard with a sense of foreboding that Ross Eck...
It has been twenty-two years since Dutch Mathematician Lee C. F. Sallows defined certain magic squ...
A magic square, well-known to recreational mathematicians, consists of a set of numbers (integers) a...
This is an excerpt from Mr. Gardner\u27s forthcoming book on word play. It will be Chapter 7 in that...
In a desperate attempt to make ever-larger word squares, logologists have succeeded only in producin...
It is exactly five years ago since Ars Magna: The Ten-Square appeared in Word Ways. This article ...
This article briefly surveys previous findings, then presents new quality nine-squares. Next, it pr...
In the May 1933 Word Ways, Lee Sallows introduced a form of gematria he called wints (word integers)...
In 1974, I sent the editor a home-made Christmas card summarizing most of what was known about word ...
The objective of this article is to investigate the existence of magic squares made with Smarandache...
A word square (n-square) consists of a n rows, each containing a different n-letter word, so that th...
It is nearly 85 years since the first ten-square was published. American National Puzzlers\u27 Leag...
The November 1975 issue of Word Ways presented a set of 52 7-by-7 word squares that were generated b...
An alphametic, as most Word Ways readers are surely aware, is a puzzle like SEND + MORE = MONEY, in ...
In a companion article, I presented the hundred 6x6 quality word squares. In this article, I extend...
Happy enough to have found 10- and 11-squares, I then heard with a sense of foreboding that Ross Eck...
It has been twenty-two years since Dutch Mathematician Lee C. F. Sallows defined certain magic squ...
A magic square, well-known to recreational mathematicians, consists of a set of numbers (integers) a...
This is an excerpt from Mr. Gardner\u27s forthcoming book on word play. It will be Chapter 7 in that...
In a desperate attempt to make ever-larger word squares, logologists have succeeded only in producin...
It is exactly five years ago since Ars Magna: The Ten-Square appeared in Word Ways. This article ...
This article briefly surveys previous findings, then presents new quality nine-squares. Next, it pr...
In the May 1933 Word Ways, Lee Sallows introduced a form of gematria he called wints (word integers)...
In 1974, I sent the editor a home-made Christmas card summarizing most of what was known about word ...
The objective of this article is to investigate the existence of magic squares made with Smarandache...
A word square (n-square) consists of a n rows, each containing a different n-letter word, so that th...
It is nearly 85 years since the first ten-square was published. American National Puzzlers\u27 Leag...
The November 1975 issue of Word Ways presented a set of 52 7-by-7 word squares that were generated b...
An alphametic, as most Word Ways readers are surely aware, is a puzzle like SEND + MORE = MONEY, in ...
In a companion article, I presented the hundred 6x6 quality word squares. In this article, I extend...
Happy enough to have found 10- and 11-squares, I then heard with a sense of foreboding that Ross Eck...