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Macro: Extract parts of 3x3 lower triangular matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 lower triangular matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 lower triangular matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 lower triangular matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are |
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Macro: Extract parts of 3x3 lower triangular matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 lower triangular matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 lower triangular matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 lower triangular matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are |
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Macro: Extract parts of 4x4 lower triangular matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 lower triangular matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 lower triangular matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 lower triangular matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are |
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Macro: Extract parts of 4x4 lower triangular matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 lower triangular matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 lower triangular matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 lower triangular matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are |
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Macro: Extract columns of 2x2 matrix. Extract columns of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Extract columns of 2x2 matrix. Extract columns of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Macro: Extract rows of 2x2 matrix. Extract rows of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x2 matrix. Extract rows of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Macro: Extract columns of 2x2 matrix. Extract columns of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Extract columns of 2x2 matrix. Extract columns of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Macro: Extract rows of 2x2 matrix. Extract rows of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x2 matrix. Extract rows of 2x2 matrix A into 2-vectors p and q. The arrangement can be written ![]()
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Macro: Extract columns of 2x3 matrix. Extract columns of 2x3 matrix A into 2-vectors p, q and r. The arrangement can be written ![]()
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Extract columns of 2x3 matrix. Extract columns of 2x3 matrix A into 2-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract left-hand 2x2 part of 2x3 matrix. Extract left-hand 2x2 part of 2x3 matrix A into 2x2 matrix B.
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Extract left-hand 2x2 part of 2x3 matrix. Extract left-hand 2x2 part of 2x3 matrix A into 2x2 matrix B.
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Macro: Extract rows of 2x3 matrix. Extract rows of 2x3 matrix A into 3-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x3 matrix. Extract rows of 2x3 matrix A into 3-vectors p and q. The arrangement can be written ![]()
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Macro: Extract right-hand column of 2x3 matrix. Extract right-hand column of 2x3 matrix A into 2-vector p.
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Extract right-hand column of 2x3 matrix. Extract right-hand column of 2x3 matrix A into 2-vector p.
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Macro: Extract columns of 2x3 matrix. Extract columns of 2x3 matrix A into 2-vectors p, q and r. The arrangement can be written ![]()
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Extract columns of 2x3 matrix. Extract columns of 2x3 matrix A into 2-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract left-hand 2x2 part of 2x3 matrix. Extract left-hand 2x2 part of 2x3 matrix A into 2x2 matrix B.
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Extract left-hand 2x2 part of 2x3 matrix. Extract left-hand 2x2 part of 2x3 matrix A into 2x2 matrix B.
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Macro: Extract rows of 2x3 matrix. Extract rows of 2x3 matrix A into 3-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x3 matrix. Extract rows of 2x3 matrix A into 3-vectors p and q. The arrangement can be written ![]()
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Macro: Extract right-hand column of 2x3 matrix. Extract right-hand column of 2x3 matrix A into 2-vector p.
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Extract right-hand column of 2x3 matrix. Extract right-hand column of 2x3 matrix A into 2-vector p.
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Macro: Extract columns of 2x4 matrix. Extract columns of 2x4 matrix A into 2-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 2x4 matrix. Extract columns of 2x4 matrix A into 2-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract rows of 2x4 matrix. Extract rows of 2x4 matrix A into 4-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x4 matrix. Extract rows of 2x4 matrix A into 4-vectors p and q. The arrangement can be written ![]()
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Macro: Extract columns of 2x4 matrix. Extract columns of 2x4 matrix A into 2-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 2x4 matrix. Extract columns of 2x4 matrix A into 2-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract rows of 2x4 matrix. Extract rows of 2x4 matrix A into 4-vectors p and q. The arrangement can be written ![]()
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Extract rows of 2x4 matrix. Extract rows of 2x4 matrix A into 4-vectors p and q. The arrangement can be written ![]()
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Macro: Extract columns of 3x3 matrix. Extract columns of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Extract columns of 3x3 matrix. Extract columns of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract top-left 2x2 part of 3x3 matrix. Extract top-left 2x2 part of 3x3 matrix A into 2x2 matrix B.
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Extract top-left 2x2 part of 3x3 matrix. Extract top-left 2x2 part of 3x3 matrix A.
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Macro: Extract parts of 3x3 matrix. Extract top-left 2x2 part, top-right 2x1 part, bottom-left 1x2 part and bottom-right element of 3x3 matrix A into 2x2 matrix B, column 2-vector p, row 2-vector q and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 matrix. Extract top-left 2x2 part, top-right 2x1 part, bottom-left 1x2 part and bottom-right element of 3x3 matrix A into 2x2 matrix B, column 2-vector p, row 2-vector q and scalar pointer s. The arrangement is ![]()
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Macro: Extract rows of 3x3 matrix. Extract rows of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Extract rows of 3x3 matrix. Extract rows of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract top part of right hand column of 3x3 matrix. Extract top-right column of 3x3 matrix A into 2-vector p.
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Extract top part of right hand column of 3x3 matrix. Extract top-right column of 3x3 matrix A.
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Macro: Extract columns of 3x3 matrix. Extract columns of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Extract columns of 3x3 matrix. Extract columns of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract top-left 2x2 part of 3x3 matrix. Extract top-left 2x2 part of 3x3 matrix A into 2x2 matrix B.
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Extract top-left 2x2 part of 3x3 matrix. Extract top-left 2x2 part of 3x3 matrix A.
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Macro: Extract parts of 3x3 matrix. Extract top-left 2x2 part, top-right 2x1 part, bottom-left 1x2 part and bottom-right element of 3x3 matrix A into 2x2 matrix B, column 2-vector p, row 2-vector q and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 matrix. Extract top-left 2x2 part, top-right 2x1 part, bottom-left 1x2 part and bottom-right element of 3x3 matrix A into 2x2 matrix B, column 2-vector p, row 2-vector q and scalar pointer s. The arrangement is ![]()
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Macro: Extract rows of 3x3 matrix. Extract rows of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Extract rows of 3x3 matrix. Extract rows of 3x3 matrix A into 3-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract top part of right hand column of 3x3 matrix. Extract top-right column of 3x3 matrix A into 2-vector p.
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Extract top part of right hand column of 3x3 matrix. Extract top-right column of 3x3 matrix A.
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Macro: Extract columns of 3x4 matrix. Extract columns of 3x4 matrix A into 3-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 3x4 matrix. Extract columns of 3x4 matrix A into 3-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract left-hand 3x3 part of 3x4 matrix. Extract left-hand 3x3 part of 3x4 matrix A into 3x3 matrix B.
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Extract left-hand 3x3 part of 3x4 matrix. Extract left-hand 3x3 part of 3x4 matrix A into 3x3 matrix B.
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Macro: Extract rows of 3x4 matrix. Extract rows of 3x4 matrix A into 4-vectors p, q and r. The arrangement can be written ![]()
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Extract rows of 3x4 matrix. Extract rows of 3x4 matrix A into 4-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract right-hand column of 3x4 matrix. Extract right-hand column of 3x4 matrix A into 3-vector p.
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Extract right-hand column of 3x4 matrix. Extract right-hand column of 3x4 matrix A into 3-vector p.
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Macro: Extract columns of 3x4 matrix. Extract columns of 3x4 matrix A into 3-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 3x4 matrix. Extract columns of 3x4 matrix A into 3-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract left-hand 3x3 part of 3x4 matrix. Extract left-hand 3x3 part of 3x4 matrix A into 3x3 matrix B.
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Extract left-hand 3x3 part of 3x4 matrix. Extract left-hand 3x3 part of 3x4 matrix A into 3x3 matrix B.
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Macro: Extract rows of 3x4 matrix. Extract rows of 3x4 matrix A into 4-vectors p, q and r. The arrangement can be written ![]()
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Extract rows of 3x4 matrix. Extract rows of 3x4 matrix A into 4-vectors p, q and r. The arrangement can be written ![]()
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Macro: Extract right-hand column of 3x4 matrix. Extract right-hand column of 3x4 matrix A into 3-vector p.
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Extract right-hand column of 3x4 matrix. Extract right-hand column of 3x4 matrix A into 3-vector p.
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Macro: Extract 2x2 block parts of 4x4 matrix. Extract top-left, top-right, bottom-left bottom-right blocks of 4x4 matrix M into 2x2 matrices A, B, C and D. The arrangement is ![]()
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Extract 2x2 block parts of 4x4 matrix. Extract top-left, top-right, bottom-left bottom-right blocks of 4x4 matrix M into 2x2 matrices A, B, C and D. The arrangement is ![]()
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Macro: Extract columns of 4x4 matrix. Extract columns of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 4x4 matrix. Extract columns of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract top-left 3x3 part of 4x4 matrix. Extract top-left 3x3 part of 4x4 matrix A into 3x3 matrix B.
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Extract top-left 3x3 part of 4x4 matrix. Extract top-left 3x3 part of 4x4 matrix A.
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Macro: Extract parts of 4x4 matrix. Extract top-left 3x3 part, top-right 3x1 part, bottom-left 1x3 part and bottom-right element of 4x4 matrix A into 3x3 matrix B, column 3-vector p, row 3-vector q and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 matrix. Extract top-left 3x3 part, top-right 3x1 part, bottom-left 1x3 part and bottom-right element of 4x4 matrix A into 3x3 matrix B, column 3-vector p, row 3-vector q and scalar pointer s. The arrangement is ![]()
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Macro: Extract rows of 4x4 matrix. Extract rows of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Extract rows of 4x4 matrix. Extract rows of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract top part of right hand column of 4x4 matrix. Extract top-right column of 4x4 matrix A into 3-vector p.
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Extract top part of right hand column of 4x4 matrix. Extract top-right column of 4x4 matrix A.
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Macro: Extract 2x2 block parts of 4x4 matrix. Extract top-left, top-right, bottom-left bottom-right blocks of 4x4 matrix M into 2x2 matrices A, B, C and D. The arrangement is ![]()
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Extract 2x2 block parts of 4x4 matrix. Extract top-left, top-right, bottom-left bottom-right blocks of 4x4 matrix M into 2x2 matrices A, B, C and D. The arrangement is ![]()
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Macro: Extract columns of 4x4 matrix. Extract columns of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Extract columns of 4x4 matrix. Extract columns of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract top-left 3x3 part of 4x4 matrix. Extract top-left 3x3 part of 4x4 matrix A into 3x3 matrix B.
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Extract top-left 3x3 part of 4x4 matrix. Extract top-left 3x3 part of 4x4 matrix A.
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Macro: Extract parts of 4x4 matrix. Extract top-left 3x3 part, top-right 3x1 part, bottom-left 1x3 part and bottom-right element of 4x4 matrix A into 3x3 matrix B, column 3-vector p, row 3-vector q and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 matrix. Extract top-left 3x3 part, top-right 3x1 part, bottom-left 1x3 part and bottom-right element of 4x4 matrix A into 3x3 matrix B, column 3-vector p, row 3-vector q and scalar pointer s. The arrangement is ![]()
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Macro: Extract rows of 4x4 matrix. Extract rows of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Extract rows of 4x4 matrix. Extract rows of 4x4 matrix A into 4-vectors p, q, r and s. The arrangement can be written ![]()
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Macro: Extract top part of right hand column of 4x4 matrix. Extract top-right column of 4x4 matrix A into 3-vector p.
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Extract top part of right hand column of 4x4 matrix. Extract top-right column of 4x4 matrix A.
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Macro: Extract parts of 3x3 symmetric matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 symmetric matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 symmetric matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 symmetric matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are
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Macro: Extract parts of 3x3 symmetric matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 symmetric matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 3x3 symmetric matrix. Extract top-left 2x2 part, bottom-left 1x2 part and bottom-right element of 3x3 symmetric matrix A into 2x2 lower triangular matrix B, row 2-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are
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Macro: Extract 2x2 block parts of 4x4 symmetric matrix. Extract top-left 2x2, top-right 2x2 (or transposed bottom-left 2x2) and bottom-right 2x2 blocks of 4x4 symmetric matrix A into 2x2 symmetric matrix B, 2x2 generic matrix C and 2x2 symmetric matrix D. The arrangement is ![]()
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Extract 2x2 block parts of 4x4 symmetric matrix.
Extract top-left 2x2, top-right 2x2 (or transposed bottom-left) and bottom-right 2x2 blocks of 4x4 matrix A into 2x2 symmetric matrix B, 2x2 generic matrix C and 2x2 symmetric matrix D. If any of B, C or D are ![]()
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Macro: Extract parts of 4x4 symmetric matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 symmetric matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 symmetric matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 symmetric matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are
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Macro: Extract 2x2 block parts of 4x4 symmetric matrix. Extract top-left 2x2, top-right 2x2 (or transposed bottom-left 2x2) and bottom-right 2x2 blocks of 4x4 symmetric matrix A into 2x2 symmetric matrix B, 2x2 generic matrix C and 2x2 symmetric matrix D. The arrangement is ![]()
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Extract 2x2 block parts of 4x4 symmetric matrix.
Extract top-left 2x2, top-right 2x2 (or transposed bottom-left) and bottom-right 2x2 blocks of 4x4 matrix A into 2x2 symmetric matrix B, 2x2 generic matrix C and 2x2 symmetric matrix D. If any of B, C or D are ![]()
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Macro: Extract parts of 4x4 symmetric matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 symmetric matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
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Extract parts of 4x4 symmetric matrix. Extract top-left 3x3 part, bottom-left 1x3 part and bottom-right element of 4x4 symmetric matrix A into 3x3 lower triangular matrix B, row 3-vector p and scalar pointer s. The arrangement is ![]()
If any of B, p or s are
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