The Product Retainability Of The Beginning Of Magic Square Matrix About Generalized Kronecker

Retainability is one of the hotspot of the matrix theory research.The thesis willtake four to illustrat the topic about: the product retain ability of the beginning ofmagic square matrix about generalized Kronecker.The first chapter make an introduction about the current research situation andachievement in the area of retainability, special matrix as well as the magic square, andthen confirm the topic of he research content and method based on that.Finally,We make an introduction of what we do so far.In chapter two, the definition of the magic square matrix, the beginning of magicsquare matrix and the matrix theory were presented, the comparison and definition ofthem were introduced, as well as the comparison and definition of the matrix’s specialcomputation.Chapter three discussed the retainability about the the beginning of magic squarematrix m (m≥3)and n (n≥3), the second magic square matrix as well as m (m≥3),and then make a comparison and discussion about the retainability between thecontinuous of magic square matrix and the difference of magic square matrix.The fourth chapter discussed the retainability application of the beginning ofmagic square matrix in two aspects, respectively are use the junior beginning of magicsquare matrix to structure the senior beginning of magic square matrix,and use the latinmagic square matrix to structure the beginning of magic square matrix.