Difference between revisions of "Manuals/calci/MATRIX"
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(Created page with "<div style="font-size:30px">'''MATRIX (TypeOfMatrix,DimensionsOfMatrix,SeedValuesToUse,IJFunction,PreParameter,IsItInternalCall)'''</div><br/> *<math>TypeOfMatrix</math> is th...") |
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| Line 10: | Line 10: | ||
*So we can get a desired matrix with the given order. | *So we can get a desired matrix with the given order. | ||
*Some different types of Matrices are listed below: | *Some different types of Matrices are listed below: | ||
| − | + | # ANTIDIAGONAL | |
| − | + | # HADAMARD | |
| − | + | # HANKEL | |
| − | + | # POSITIVE | |
| − | + | # NEGATIVE | |
| − | + | # ZERO | |
| − | + | # POSITIVE INTEGER | |
| − | + | # NEGATIVE INTEGER | |
| − | + | # INTEGER | |
| − | + | # LOGICAL | |
| − | + | # BINARY | |
| − | + | # BOOLEAN | |
| − | + | # RELATION | |
| − | + | # (0,1) | |
| − | + | # ARROWHEAD | |
| − | + | # ANTI SYMMETRIC | |
| − | + | # SKEW SYMMETRIC | |
| − | + | # BLOCK DIAGONAL | |
| − | + | # CENTRO SYMMETRIC | |
| − | + | # CONFERENCE | |
| − | + | # CIRCULANT | |
| − | + | # DIAGONAL | |
| − | + | # FROBENIUS | |
| − | + | # HERMITIAN | |
| − | + | # HESSENBERG | |
| − | + | # HILBERT | |
| − | + | # HOLLOW INTEGER | |
| − | + | # HOLLOW NEGZEROPOS | |
| − | + | # HOLLOW NEGATIVE | |
| − | + | # IDENTITY | |
| − | + | # EXCHANGE | |
| − | + | # LEHMER | |
| − | + | # MONOMIAL | |
| − | + | # GENERALIZED PERMUTATION | |
| − | + | # METZLER | |
| − | + | # METZLER NEGZEROPOS | |
| − | + | # MOORE | |
| − | + | # ALTERNANT | |
| − | + | # ONES | |
| − | + | # REDHEFFER | |
| − | + | # PASCAL | |
| − | + | # PERMUTATION | |
| − | + | # PERSYMMETRIC | |
| − | + | # PERSYMMETRIC INTEGER | |
| − | + | # PERSYMMETRIC BOOLEAN | |
| − | + | # SHIFT | |
| − | + | # SIGNATURE | |
| − | + | # SYMMETRIC | |
| − | + | # SYMMETRIC BOOLEAN | |
| − | + | # SYMMETRIC INTEGER | |
| − | + | # TOEPLITZ | |
| − | + | # TRIANGULAR | |
| − | + | # UPPER TRIANGULAR | |
| − | + | # LOWER TRIANGULAR | |
| − | + | # CAUCHY | |
| − | + | # CIRCULANT INTEGER | |
| − | + | # SIGN | |
| − | + | # UPPER BIDIAGONAL | |
| − | + | # LOWER BIDIAGONAL | |
| − | + | # BIDIAGONAL | |
| − | + | # PENTA DIAGONAL | |
| − | + | # PENTA DIAGONAL NEGATIVE | |
| − | + | # TRIDIAGONAL | |
| − | + | # IDEMPOTENT | |
| − | + | # VANDERMONDE | |
==Examples== | ==Examples== | ||
Revision as of 14:48, 7 June 2017
MATRIX (TypeOfMatrix,DimensionsOfMatrix,SeedValuesToUse,IJFunction,PreParameter,IsItInternalCall)
- is the type of the matrix.
- is the order of the matrix.
- is the range of the values to display in matrix.
is the type of the matrix.
is the order of the matrix.
is the range of the values to display in matrix.Description
- This function used to give different types matrix of given order.
- Matrix is an Array of numbers which arranged in rows and columns.
- There are many types of matrices.
- So we can get a desired matrix with the given order.
- Some different types of Matrices are listed below:
- ANTIDIAGONAL
- HADAMARD
- HANKEL
- POSITIVE
- NEGATIVE
- ZERO
- POSITIVE INTEGER
- NEGATIVE INTEGER
- INTEGER
- LOGICAL
- BINARY
- BOOLEAN
- RELATION
- (0,1)
- ARROWHEAD
- ANTI SYMMETRIC
- SKEW SYMMETRIC
- BLOCK DIAGONAL
- CENTRO SYMMETRIC
- CONFERENCE
- CIRCULANT
- DIAGONAL
- FROBENIUS
- HERMITIAN
- HESSENBERG
- HILBERT
- HOLLOW INTEGER
- HOLLOW NEGZEROPOS
- HOLLOW NEGATIVE
- IDENTITY
- EXCHANGE
- LEHMER
- MONOMIAL
- GENERALIZED PERMUTATION
- METZLER
- METZLER NEGZEROPOS
- MOORE
- ALTERNANT
- ONES
- REDHEFFER
- PASCAL
- PERMUTATION
- PERSYMMETRIC
- PERSYMMETRIC INTEGER
- PERSYMMETRIC BOOLEAN
- SHIFT
- SIGNATURE
- SYMMETRIC
- SYMMETRIC BOOLEAN
- SYMMETRIC INTEGER
- TOEPLITZ
- TRIANGULAR
- UPPER TRIANGULAR
- LOWER TRIANGULAR
- CAUCHY
- CIRCULANT INTEGER
- SIGN
- UPPER BIDIAGONAL
- LOWER BIDIAGONAL
- BIDIAGONAL
- PENTA DIAGONAL
- PENTA DIAGONAL NEGATIVE
- TRIDIAGONAL
- IDEMPOTENT
- VANDERMONDE
Examples
1. MATRIX("UPPERTRIANGULAR",3)
| -37 | 82 | -52 |
| 0 | -31 | 2 |
| 0 | 0 | 13 |