Sudoku's basis lies in "Latin Squares" which have been known for thousands of years but became popular when Swiss scientist Leonhard Euler studied them. The modern version was introduced in the form of a number game called Number Place. It is often called the Rubik's cube of 21st century.
It was introduced in Japan in 1984 by publisher Nikoli using the name Sudoku. This is an abbreviation for the Japanese name "Suuji wa dokushin ni kagiru", meaning "The Numbers must be Single". They were the first ones to introduce symmetry in the puzzles.
A shape is called symmetric when it can undergo transformation without changing the way it looks. The rotational symmetry in sudoku is for aesthetic reason so that when we turn the page the position where the cells are filled remains same. The main reason for puzzles having symmetry is that they are pleasing to the eye.
Most common type of symmetry is rotational symmetry but there can be mirror symmetry as well where the axis of reflection can be vertical, horizontal or diagonal.
The eight types of symmetries possible in a sudoku puzzle are Full Dihedral, 180 Degrees Rotational, Full Rotational, Horizontal Reflection or Vertical Reflection, Horizontal & Vertical Reflection, Diagonal Reflection or Anti-Diagonal Reflection, Diagonal & Anti-Diagonal Reflection
It was introduced in Japan in 1984 by publisher Nikoli using the name Sudoku. This is an abbreviation for the Japanese name "Suuji wa dokushin ni kagiru", meaning "The Numbers must be Single". They were the first ones to introduce symmetry in the puzzles.
A shape is called symmetric when it can undergo transformation without changing the way it looks. The rotational symmetry in sudoku is for aesthetic reason so that when we turn the page the position where the cells are filled remains same. The main reason for puzzles having symmetry is that they are pleasing to the eye.
Most common type of symmetry is rotational symmetry but there can be mirror symmetry as well where the axis of reflection can be vertical, horizontal or diagonal.
The eight types of symmetries possible in a sudoku puzzle are Full Dihedral, 180 Degrees Rotational, Full Rotational, Horizontal Reflection or Vertical Reflection, Horizontal & Vertical Reflection, Diagonal Reflection or Anti-Diagonal Reflection, Diagonal & Anti-Diagonal Reflection