AbstractIn this paper we introduce a product operation on the set of all matrices of integers. Using this operation we give an algorithm to construct an infinite family of magic squares and show that the set of all magic squares forms a free monoid
Using computational algebraic geometry techniques and Hilbert bases of polyhedral cones we ...
In this paper we introduce two Algorithms, the first Algorithms when it is odd order and how we calc...
This thesis aims to construct a computer program that generates a magic square of any order greater ...
In this paper we prove a conjecture stated in an earlier paper [A-L]. The conjecture states that wit...
AbstractA multiplicative magic square is a square array of numbers such that the product of the numb...
A magic square of order n over a commutative ring R is an n x n matrix such that all the rows, colum...
In this paper we prove a conjecture stated in an earlier paper. The conjecture states that with resp...
This thesis presents the replication property of magic squares. It deals mainly with matrices and th...
AbstractIn this note, a doubly magic rectangle is introduced to construct a doubly pandiagonal magic...
This paper shows how to create magic squares with perfect square sum of entries. There are three typ...
General methods for the construction of magic squares of any order have been searched for centuries....
This thesis is based mainly on Sections 1 to 6 of the article entitled Marriage, Magic and Solitaire...
We describe how to construct and enumerate Magic squares, Franklin squares, Magic cubes, an...
AMS Subject Classication: 05A15, 05B15 Abstract. We enumerate the solutions of a system of a simple ...
This paper shows how to create magic squares with a perfect square number for the total sum of their...
Using computational algebraic geometry techniques and Hilbert bases of polyhedral cones we ...
In this paper we introduce two Algorithms, the first Algorithms when it is odd order and how we calc...
This thesis aims to construct a computer program that generates a magic square of any order greater ...
In this paper we prove a conjecture stated in an earlier paper [A-L]. The conjecture states that wit...
AbstractA multiplicative magic square is a square array of numbers such that the product of the numb...
A magic square of order n over a commutative ring R is an n x n matrix such that all the rows, colum...
In this paper we prove a conjecture stated in an earlier paper. The conjecture states that with resp...
This thesis presents the replication property of magic squares. It deals mainly with matrices and th...
AbstractIn this note, a doubly magic rectangle is introduced to construct a doubly pandiagonal magic...
This paper shows how to create magic squares with perfect square sum of entries. There are three typ...
General methods for the construction of magic squares of any order have been searched for centuries....
This thesis is based mainly on Sections 1 to 6 of the article entitled Marriage, Magic and Solitaire...
We describe how to construct and enumerate Magic squares, Franklin squares, Magic cubes, an...
AMS Subject Classication: 05A15, 05B15 Abstract. We enumerate the solutions of a system of a simple ...
This paper shows how to create magic squares with a perfect square number for the total sum of their...
Using computational algebraic geometry techniques and Hilbert bases of polyhedral cones we ...
In this paper we introduce two Algorithms, the first Algorithms when it is odd order and how we calc...
This thesis aims to construct a computer program that generates a magic square of any order greater ...
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