Educação Superior::Ciências Exatas e da Terra::MatemáticaClick any of the 16 squares to change its color. For a selected coloring, the images under the group acting on that coloring are displayed, as are the orbit and stabilizer. The group acting can be dihedral (D4) or cyclic (C4), and there are either two, three, or four colors possibl
AbstractBy a simple trick we may generalise the rook polynomial for an n×n chessboard to various two...
noneFor 66 years, research on the four-color theorem was dominated by Tait's Hamiltonian graph conje...
This master thesis discusses various mathematical problems related to the placement of chess pieces....
Educação Superior::Ciências Exatas e da Terra::MatemáticaClick any of the 16 squares to change its c...
The result of each element of the dihedral group acting on the two-colorings of a figure are shown. ...
The rotational symmetries of the Platonic solids are illustrated. Each face can be a different color...
The rotational symmetries of the Platonic solids are illustrated. Each face can be a different color...
Regardless of where two squares of opposite colors are deleted from an ordinary chessboard, the redu...
Regardless of where two squares of opposite colors are deleted from an ordinary chessboard, the redu...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
The influence of a vertex set S⊆V(G) is I(S)=∑v∈S(1+deg(v))=∑v∈S|N[v]|, which is the total amount of...
Multiprimary displays reproduce colors by using combinations of four or more lights that are referre...
This paper illustrates a number of ways that color symmetry theory can be used as a tool to study ab...
The article offers information on setting of triangular honeycomb chessboard for domination and inde...
A Latin square is considered to be a set of n^2 cells with three block systems. An automorphism is a...
AbstractBy a simple trick we may generalise the rook polynomial for an n×n chessboard to various two...
noneFor 66 years, research on the four-color theorem was dominated by Tait's Hamiltonian graph conje...
This master thesis discusses various mathematical problems related to the placement of chess pieces....
Educação Superior::Ciências Exatas e da Terra::MatemáticaClick any of the 16 squares to change its c...
The result of each element of the dihedral group acting on the two-colorings of a figure are shown. ...
The rotational symmetries of the Platonic solids are illustrated. Each face can be a different color...
The rotational symmetries of the Platonic solids are illustrated. Each face can be a different color...
Regardless of where two squares of opposite colors are deleted from an ordinary chessboard, the redu...
Regardless of where two squares of opposite colors are deleted from an ordinary chessboard, the redu...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
The influence of a vertex set S⊆V(G) is I(S)=∑v∈S(1+deg(v))=∑v∈S|N[v]|, which is the total amount of...
Multiprimary displays reproduce colors by using combinations of four or more lights that are referre...
This paper illustrates a number of ways that color symmetry theory can be used as a tool to study ab...
The article offers information on setting of triangular honeycomb chessboard for domination and inde...
A Latin square is considered to be a set of n^2 cells with three block systems. An automorphism is a...
AbstractBy a simple trick we may generalise the rook polynomial for an n×n chessboard to various two...
noneFor 66 years, research on the four-color theorem was dominated by Tait's Hamiltonian graph conje...
This master thesis discusses various mathematical problems related to the placement of chess pieces....