Number puzzles have proved an engaging pastime with audiences across
the world. Most notably, Sudoku puzzles appear in many newspapers
and popular magazines, in a variety of forms, in which varying numbers
of clues are provided in incomplete grids. Other mathematical structures have likewise been used as the basis for puzzles based on incomplete grids - for example, Latin Squares and Magic Squares. This article explores the use of Magic Squares with added constraints - the Strictly Concentric Magic Square - for constructing puzzles. In particular, it considers how the strong constraints of the structure affect the number of clues needed for their completion and for providing an enjoyable challenge.
Original languageEnglish
JournalMathematics Today
Publication statusAccepted/In press - 6 Oct 2021

ID: 5525334