SPSS Matrix Language
由 養花種魚數月亮賞星星 於 2008年3月18日星期二
下午2:33 發表
spss矩陣特徵值運算
The following matrix language statements can be used in a matrix program:
BREAK
DO IF...END IF
LOOP...END LOOP
MSAVE
SAVE
CALL
GET
WRITE
COMPUTE
READ
DISPLAY
END IF
MGET
RELEASE
The following functions can be used in matrix language statements:
ABS:Absolute values of matrix elements
ALL:Test if all elements are positive
ANY:Test if any element is positive
ARSIN:Arcsines of matrix elements
ARTAN:Arctangents of matrix elements
BLOCK:Create block diagonal matrix
CDFNORM:Cumulative normal distribution function
CHICDF:Cumulative chi-squared distribution function
CHOL:Cholesky decomposition
CMAX:Column maxima
CMIN:Column minima
CSSQ:Column sums of squares
CSUM:Column sums
DESIGN:Create design matrix
DET:Determinant
DIAG:Diagonal of matrix
EOF:Check end of file
EVAL:Eigenvalues of symmetric matrix
EXP:Exponentials of matrix elements
FCDF:Cumulative F distribution function
GINV:Generalized inverse
GRADE:Rank elements in matrix, using sequential integers for ties
GSCH:Gram-Schmidt orthonormal basis
IDENT:Create identity matrix
INV:Inverse
LG10:Logarithms to base 10 of matrix elements
LN:Logarithms to base e of matrix elements
MAGIC:Create magic square
MAKE:Create a matrix with all elements equal
MDIAG:Create a matrix with the given diagonal
MMAX:Maximum element in matrix
MMIN:Minimum element in matrix
MOD:Remainders after division
MSSQ:Matrix sum of squares
MSUM:Matrix sum
NCOL:Number of columns
NROW:Number of rows
RANK:Matrix rank
RESHAPE:Change shape of matrix
RMAX:Row maxima
RMIN:Row minima
RND:Round off matrix elements to nearest integer
RNKORDER:Rank elements in matrix, averaging ties
RSSQ:Row sums of squares
RSUM:Row sums
SIN:Sines of matrix elements
SOLVE:Solve systems of linear equations
SQRT:Square roots of matrix elements
SSCP:Sums of squares and cross-products
SVAL:Singular values
SWEEP:Perform sweep transformation
T:Synonym for TRANSPOS
TCDF:Cumulative normal t distribution function
TRACE:Calculate trace (sum of diagonal elements)
TRANSPOS:Transposition of matrix
TRUNC:Truncation of matrix elements to integer
UNIFORM:Create matrix of uniform random numbers
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