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This mathematics application "Matrices and determinants" is a complete reference for matrix algebra and its mathematical operations for various applications. we tried our best effort to include almost all topics with its explanations. here you can find all topics of matrices and determinants like 
DEFINITIONS TYPES OF MATRICES,
EQUALITY OF MATRICES,
ALGEBRA OF MATRICES,
PROPERTIES OF MATRIX ADDITION,
MULTIPLICATION OF A MATRIX BY A SCALAR (SCALAR MULTIPLICATION),
SUBTRACTION OF MATRICES (DEFINITION),
MULTIPLICATION OF MATRICES,
PROPERTIES OF MATRIX MULTIPLICATION.,
TRANSPOSE OF A MATRIX,
PROPERTIES OF TRANSPOSE,
SYMMETRIC AND SKEW-SYMMETRIC MATRICES,
DETERMINANTS,
SINGULAR MATRIX,ADJOINT OF A SQUARE MATRIX,
INVERSE OF A MATRIX,
ELEMENTARY TRANSFORMATIONS OR ELEMENTARY OPERATIONS OF A MATRIX,
ORTHOGONAL MATRIX,
SUBMATRIX,
RANK OF MATRIX,
SOME THEOREM ON RANK OF A MATRIX.
EQUIVALENT MATRICES.ECHELON FORM OF A MATRIX,
ALGORITHM FOR FINDING THE RANK OF A MATRIX.,
SYSTEM OF SIMULTANEOUS LINEAR EQUATIONS.,
SOLUTIONS OF A NON-HOMOGENEOUS SYSTEM OF LINEAR EEQUATIONS,
ALGORITHM FOR SOLVING A NON-HOMOGENEOUS SYSTEM OF LINEAR EQUATIONS-RANK METHOD,
SOLUTION OF A HOMOGENEOUS SYSTEM OF LINEAR EQUATIONS-MATRIX METHOD,
ALGORITHM FOR SOLVING A HOMOGENEOUS SYSTEM OF LINEAR EQUATIONS.
这种数学应用“矩阵和行列式矩阵代数和数学运算的各种应用”是一个完整的参考。我们试图尽最大努力，包括几乎所有的话题与解释。在这里你可以找到所有主题等矩阵与行列式
释义类型的矩阵，
矩阵平等，
矩阵代数，
地产矩阵的加法，
矩阵乘法由标量（纯量乘法），
减法矩阵（定义），
矩阵乘法，
物业矩阵乘法。
矩阵的转置，
转置物业，
对称及反对称矩阵，
决定因素
奇异矩阵，伴随方阵，
逆矩阵，
初等变换，矩阵的基本运算，
正交矩阵，
子阵，
矩阵的秩，
有些定理矩阵的秩。
等效MATRICES.ECHELON的矩阵形式，
算法寻找一个矩阵的秩。
联立线性方程系统。
一个非均质的线性EEQUATIONS系统的解决方案，
一名非齐次线性方程组的秩方法求解算法，
解决方案的齐次线性方程组矩阵法，
齐次线性方程组的求解算法。


Matrices and Determinants

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