matrix.csv

matrix相关函数及处理方法

"Function","GJ_step","(Mat, [Typ], [IntValue]) ","Gauss-Jordan algorithm step by step","Linear Algebra","Gauss-Jordan algorithm step by step",,"matrix","matrix.hlp","21"
"Function","M_ABS","(v) ","Norm of vector or matrix","Linear Algebra","Norm of vector or matrix","Frobenious","matrix","matrix.hlp","2"
"Function","M_ABS_C","(v, CFormat)","Norm of complex vector or matrix","Linear Algebra","Norm of complex vector or matrix",,"matrix","matrix.hlp","126"
"Function","M_ADD","(Mat1, Mat2) ","Matrix addition","Linear Algebra","Matrix addition",,"matrix","matrix.hlp","3"
"Function","M_ADD_C","(Mat1, Mat2, [CFormat])","Complex matrix addition","Linear Algebra","Complex matrix addition",,"matrix","matrix.hlp","123"
"Function","M_BAB","(A, B) ","Similarity transform [B]*[A]*[B]^-1","Linear Algebra","Similarity transform [B]*[A]*[B]^-1",,"matrix","matrix.hlp","4"
"Function","M_DET","(Mat, [IMode], [Tiny]) ","Determinant","Linear Algebra","Determinant",,"matrix","matrix.hlp","5"
"Function","M_DET_C","(Mat, [Cformat])","Determinant for complex matrix","Linear Algebra","Determinant for complex matrix",,"matrix","matrix.hlp","95"
"Function","M_DET3","(Mat3) ","Determinant for tridiagonal matrices","Linear Algebra","Determinant for tridiagonal matrices",,"matrix","matrix.hlp","80"
"Function","M_DETPAR","(Mat)","Parametric Determinant","Linear Algebra","Parametric Determinant",,"matrix","matrix.hlp","145"
"Function","M_DIAG","(Diag) ","Diagonal matrix","Linear Algebra","Diagonal matrix",,"matrix","matrix.hlp","53"
"Function","M_EXP","(A, [n]) ","Matrix exponential e^[M]","Linear Algebra","Matrix exponential e^[M]",,"matrix","matrix.hlp","48"
"Function","M_EXP_ERR","(A, n) ","Error of matrix exponential","Linear Algebra","Error of matrix exponential",,"matrix","matrix.hlp","49"
"Function","M_ID","(n) ","Matrix Identity (I)","Linear Algebra","Matrix Identity (I)",,"matrix","matrix.hlp","12"
"Function","M_INV","(Mat, , [IMode], [Tiny]) ","Matrix inverse [A]^-1","Linear Algebra","Matrix inverse [A]^-1",,"matrix","matrix.hlp","6"
"Function","M_INV_C","(A, [Cformat]) ","Complex Matrix inverse [A]^-1","Linear Algebra","Complex Matrix inverse [A]^-1",,"matrix","matrix.hlp","71"
"Function","M_MULT_C","(Mat1, Mat2, [Cformat]) ","Complex matrix multiplication","Linear Algebra","Complex matrix multiplication",,"matrix","matrix.hlp","69"
"Function","M_MULT_TPZ","(tpz, v)","Toeplitz matrix and vector multiplication","Linear Algebra","Toeplitz matrix and vector multiplication",,"matrix","matrix.hlp","116"
"Function","M_MULT3","(Mat3, Mat) ","Tridiagonal matrix multiplication","Linear Algebra","Tridiagonal matrix multiplication",,"matrix","matrix.hlp","78"
"Function","M_POW","(Mat, n) ","Matrix power [A]^n","Linear Algebra","Matrix power [A]^n",,"matrix","matrix.hlp","7"
"Function","M_POW_C","(Mat, n, [CFormat]) ","Complex matrix power [A]^n","Linear Algebra","Complex matrix power [A]^n",,"matrix","matrix.hlp","146"
"Function","M_PROD","(Mat1, Mat2) ","Matrix product [A]*[B]*[C]*