Open Access. Powered by Scholars. Published by Universities.®
- Keyword
-
- Gathering 4 Gardner (13)
- Puzzle (13)
- G4G12 (6)
- G4G13 (5)
- Recreational mathematics (4)
-
- Gathering for gardner (3)
- G4g8 (2)
- Martin Gardner (2)
- Paul Swinford (2)
- Algebraic group theory (1)
- Connected cubic graph (1)
- Curious cutups (1)
- Desargues' mitre (1)
- Eight monarchs (1)
- G4G11 (1)
- G4g10 (1)
- G4g9 (1)
- Gathering for Gardner 2013 Exchange Book (1)
- Geometry (1)
- John Horton Conway (1)
- Kate Jones (1)
- Magic dice (1)
- Magic octagon (1)
- Magic octahedron (1)
- Magic squares (1)
- Mathematical magic (1)
- Octahedral dice (1)
- Pentalpha star (1)
- Puzzles (1)
- Puzzlists (1)
Articles 1 - 18 of 18
Full-Text Articles in Other Mathematics
A Gathering For Gardner Puzzle-Game, Jeremiah Farrell, Chris Morgan
A Gathering For Gardner Puzzle-Game, Jeremiah Farrell, Chris Morgan
Scholarship and Professional Work - LAS
Each different letter of "GATHERING FOR GARDNER" is used exactly three times in the following words: DIE, FAD, FIT, FOG, GIN, HAG, HER, HOD, NOR, RAT, TEN.
Alice In Wonderland For G4g13, Jeremiah Farrell, Emmanuelle Malte Salvatore, Todd Wilk Estroff
Alice In Wonderland For G4g13, Jeremiah Farrell, Emmanuelle Malte Salvatore, Todd Wilk Estroff
Scholarship and Professional Work - LAS
Each of the ten different letters in the title is used exactly three times to form the words in the circles. Martin Gardner's famous work The Annotated Alice was first published in 1960 and we honor him in this essay.
Euler Entertainments, Jeremiah Farrell, Karen Farrell
Euler Entertainments, Jeremiah Farrell, Karen Farrell
Scholarship and Professional Work - LAS
No abstract provided.
Martin Gardner Puzzle-Games, Stephen Bloom, Lacey Echols, Jeremiah Farrell, Shannon Lieb
Martin Gardner Puzzle-Games, Stephen Bloom, Lacey Echols, Jeremiah Farrell, Shannon Lieb
Scholarship and Professional Work - LAS
No abstract provided.
The Tea Party, Stephen Bloom, Jeremiah Farrell
The Tea Party, Stephen Bloom, Jeremiah Farrell
Scholarship and Professional Work - LAS
No abstract provided.
The Jin And Jang Of Quantum Physics Truth Tables, Shannon Lieb, Jeremiah Farrell
The Jin And Jang Of Quantum Physics Truth Tables, Shannon Lieb, Jeremiah Farrell
Scholarship and Professional Work - LAS
No abstract provided.
Kate Jones – A Tribute, Karen Farrell, Jeremiah Farrell
Kate Jones – A Tribute, Karen Farrell, Jeremiah Farrell
Scholarship and Professional Work - LAS
Kate is also an accomplished recreational mathematician and poet. To try to match in a small way her creative ability, we offer three puzzle-games in her honor: O'BEIRNE's TRI-HEX, PAPPUS and "KATe JONES". These three are specific examples of (9,3) symmetric configurations. More generally an (n,r) configuration is a collection of n "points"and n "lines" subject to the following requirements:
Rl: Any two points belong to at most one line.
R2: Each line has r points, and each point belongs to r lines.
A New 12-Puzzle, Todd Estroff, Jeremiah Farrell
A New 12-Puzzle, Todd Estroff, Jeremiah Farrell
Scholarship and Professional Work - LAS
This puzzle is a continuation of the tribute to the magician Paul Swinford. The following 18 two-letter words use each of the 12 letters of PAUL SWINFORD exactly three times each. The words are to be placed on the nodes of the grid so that each hexagon and each of the three diagonals contain the 12 letters of our honoree's name.
Paul Swinford – A Tribute, Jeremiah Farrell
Paul Swinford – A Tribute, Jeremiah Farrell
Scholarship and Professional Work - LAS
No abstract provided.
The White Rabbit 12-Puzzle, Chris Morgan, Jeremiah Farrell
The White Rabbit 12-Puzzle, Chris Morgan, Jeremiah Farrell
Scholarship and Professional Work - LAS
Martin Gardner's fondness for the characters and themes of Lewis Carroll's "Alice" is well-known and to honor Gardner we offer two word puzzles to be played on the 12-node diagram of the WHITE RABBIT.
A Special Tribute To Martin Gardner, Jeremiah Farrell
A Special Tribute To Martin Gardner, Jeremiah Farrell
Scholarship and Professional Work - LAS
There are exactly 12 different letters in the phrase GATHERING FOR MARTIN GARDNER. We use each of the 12 letters three times each in 18 different two-letter words that are to be placed on the nodes of the graph so adjoining nodes have a letter in common.
John Horton Conway: A Puzzle Game, Jeremiah Farrell, Karen Farrell
John Horton Conway: A Puzzle Game, Jeremiah Farrell, Karen Farrell
Scholarship and Professional Work - LAS
There are 10 different letters in the name JOHN HORTON CONWAY and we use each of these exactly three times each to form the following ten words: JHC, COW, NYC, JAN, RON, WRY, RAT, JOT, HWT, HAY.
The Seaborgium Chemical Table, Jeremiah Farrell
The Seaborgium Chemical Table, Jeremiah Farrell
Scholarship and Professional Work - LAS
The diagram is an example of a connected, cubic graph with its ten nodes labelled with the letters of SEABORGIUM, chemical element 106. Connected means it is in one piece and cubic means that each node has exactly three edges on it.
Some Curious Cut-Ups, Jeremiah Farrell, Ivan Moscovich
Some Curious Cut-Ups, Jeremiah Farrell, Ivan Moscovich
Scholarship and Professional Work - LAS
We have noticed a certain kind of n-gon dissection into triangles that has a wonderful property of interest to most puzzlists. Namely that any two triangles have at least one edge in common yet no two triangles need be congruent. In an informal poll of specialists at a recent convention, none of them saw immediately how this could be accomplished. But in fact it is very straightforward.
The Eight Monarchs (Some Mathematical Magic), Jeremiah Farrell, Eric Nelson
The Eight Monarchs (Some Mathematical Magic), Jeremiah Farrell, Eric Nelson
Scholarship and Professional Work - LAS
The eight Monarchs are the four Kings and four Queens of an ordinary deck of cards. We can perform our magic without a deck by using the grid below with the K-Q token ( a coin can be used instead if one wishes).
The Effect: The magician's back will be turned while Mark, the subject, places the token on one of the suit nodes. Mark is to remember this starting position. Then Mark makes a sequence of moves; a move being one of four possibilities: a horizontal move, a vertical move, or a diagonal move to a new node or …
The Magic Octagon, Jeremiah Farrell, Tom Rodgers
The Magic Octagon, Jeremiah Farrell, Tom Rodgers
Scholarship and Professional Work - LAS
The black nodes mark the corners of an octagon and each of these nodes in connected to four others by lines. The (rather hard) puzzle is to assign the sixteen numbers 0 through 15 to each of the sixteen lines so that each black node has a sum of 30 when the line numbers leading into it are added.
The word version of the puzzle was described in the article "Most-Perfect Word Magic", Oscar Thumpbindle, Word Ways Vol. 40(4). Nov. 2007.
The Magic Octahedron, Jeremiah Farrell
The Magic Octahedron, Jeremiah Farrell
Scholarship and Professional Work - LAS
An octahedral die has several advantages over its cubic cousin, not the least of which is its ability to magically model a four dimensional tesseract. We will use a four coloring of the die to illustrate the magic.
Octahedral Dice, Todd Estroff, Jeremiah Farrell
Octahedral Dice, Todd Estroff, Jeremiah Farrell
Scholarship and Professional Work - LAS
All five Platonic solids have been used as random number generators in games involving chance with the cube being the most popular. Martin Gardenr, in his article on dice (MG 1977) remarks: "Why cubical?... It is the easiest to make, its six sides accomodate a set of numbers neither too large nor too small, and it rolls easily enough but not too easily."
Gardner adds that the octahedron has been the next most popular as a randomizer. We offer here several problems and games using octahedral dice. The first two are extensions from Gardner's article. All answers will be given …