A magic square is an array of numbers in an n × n square grid arranged in such a way that the sum of the numbers in each row, each column and each of the two main diagonals is the same number (called the ‘Magic Sum’ of that square). There are various ways of classifying magic squares; one is by the number of rows and columns. Thus we have Odd-order Magic Squares, with an odd number of rows, and Even-order Magic Squares, with an even number of rows. Even-order Magic Squares can be further classified into Singly-even Magic Squares, for which the number of rows is even but not a multiple of 4, and Doubly-even Magic Squares, for which the number of rows is a multiple of 4
A magic square is a square array of numbers where the rows, columns, diagonals and co-diagonals add ...
Author worked on different kinds of magic squares. These include block-wise, bordered, block-bordere...
This thesis aims to construct a computer program that generates a magic square of any order greater ...
It is well known that every magic square can be written as perfect square sum of entries. It is alwa...
This paper shows how to create magic squares with perfect square sum of entries. There are three typ...
This paper aims to relate and make extensions of the theories involved in the construction of magic ...
This paper aims to relate and make extensions of the theories involved in the construction of magic ...
It is well known that every magic square can be written as perfect square sum of entries. It is alwa...
A magic square of order n over a commutative ring R is an n x n matrix such that all the rows, colum...
This paper shows how to create magic squares with a perfect square number for the total sum entries....
This paper shows how to create magic squares with a perfect square number for the total sum of their...
The idea of nested magic squares is well known in the literature, generally known by bordered magic ...
There are many ways of writing magic or bordered magic squares, where the sum of entries is always a...
There are many ways of writing magic or bordered magic squares, where the sum of entries is always a...
This paper shows how to create magic squares with a perfect square number for the total sum of their...
A magic square is a square array of numbers where the rows, columns, diagonals and co-diagonals add ...
Author worked on different kinds of magic squares. These include block-wise, bordered, block-bordere...
This thesis aims to construct a computer program that generates a magic square of any order greater ...
It is well known that every magic square can be written as perfect square sum of entries. It is alwa...
This paper shows how to create magic squares with perfect square sum of entries. There are three typ...
This paper aims to relate and make extensions of the theories involved in the construction of magic ...
This paper aims to relate and make extensions of the theories involved in the construction of magic ...
It is well known that every magic square can be written as perfect square sum of entries. It is alwa...
A magic square of order n over a commutative ring R is an n x n matrix such that all the rows, colum...
This paper shows how to create magic squares with a perfect square number for the total sum entries....
This paper shows how to create magic squares with a perfect square number for the total sum of their...
The idea of nested magic squares is well known in the literature, generally known by bordered magic ...
There are many ways of writing magic or bordered magic squares, where the sum of entries is always a...
There are many ways of writing magic or bordered magic squares, where the sum of entries is always a...
This paper shows how to create magic squares with a perfect square number for the total sum of their...
A magic square is a square array of numbers where the rows, columns, diagonals and co-diagonals add ...
Author worked on different kinds of magic squares. These include block-wise, bordered, block-bordere...
This thesis aims to construct a computer program that generates a magic square of any order greater ...