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CLHEP VERSION Reference Documentation
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#include <string.h>#include "CLHEP/Matrix/defs.h"#include "CLHEP/Matrix/Matrix.h"Go to the source code of this file.
Namespaces | |
| namespace | CLHEP |
Defines | |
| #define | A00 0 |
| #define | A01 1 |
| #define | A02 2 |
| #define | A03 3 |
| #define | A04 4 |
| #define | A05 5 |
| #define | A10 6 |
| #define | A11 7 |
| #define | A12 8 |
| #define | A13 9 |
| #define | A14 10 |
| #define | A15 11 |
| #define | A20 12 |
| #define | A21 13 |
| #define | A22 14 |
| #define | A23 15 |
| #define | A24 16 |
| #define | A25 17 |
| #define | A30 18 |
| #define | A31 19 |
| #define | A32 20 |
| #define | A33 21 |
| #define | A34 22 |
| #define | A35 23 |
| #define | A40 24 |
| #define | A41 25 |
| #define | A42 26 |
| #define | A43 27 |
| #define | A44 28 |
| #define | A45 29 |
| #define | A50 30 |
| #define | A51 31 |
| #define | A52 32 |
| #define | A53 33 |
| #define | A54 34 |
| #define | A55 35 |
| #define | M00 0 |
| #define | M01 1 |
| #define | M02 2 |
| #define | M03 3 |
| #define | M04 4 |
| #define | M10 5 |
| #define | M11 6 |
| #define | M12 7 |
| #define | M13 8 |
| #define | M14 9 |
| #define | M20 10 |
| #define | M21 11 |
| #define | M22 12 |
| #define | M23 13 |
| #define | M24 14 |
| #define | M30 15 |
| #define | M31 16 |
| #define | M32 17 |
| #define | M33 18 |
| #define | M34 19 |
| #define | M40 20 |
| #define | M41 21 |
| #define | M42 22 |
| #define | M43 23 |
| #define | M44 24 |
| #define | F00 0 |
| #define | F01 1 |
| #define | F02 2 |
| #define | F03 3 |
| #define | F10 4 |
| #define | F11 5 |
| #define | F12 6 |
| #define | F13 7 |
| #define | F20 8 |
| #define | F21 9 |
| #define | F22 10 |
| #define | F23 11 |
| #define | F30 12 |
| #define | F31 13 |
| #define | F32 14 |
| #define | F33 15 |
| #define A00 0 |
Definition at line 23 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A01 1 |
Definition at line 24 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A02 2 |
Definition at line 25 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A03 3 |
Definition at line 26 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A04 4 |
Definition at line 27 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A05 5 |
Definition at line 28 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A10 6 |
Definition at line 30 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A11 7 |
Definition at line 31 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A12 8 |
Definition at line 32 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A13 9 |
Definition at line 33 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A14 10 |
Definition at line 34 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A15 11 |
Definition at line 35 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A20 12 |
Definition at line 37 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A21 13 |
Definition at line 38 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A22 14 |
Definition at line 39 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A23 15 |
Definition at line 40 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A24 16 |
Definition at line 41 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A25 17 |
Definition at line 42 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A30 18 |
Definition at line 44 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A31 19 |
Definition at line 45 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A32 20 |
Definition at line 46 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A33 21 |
Definition at line 47 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A34 22 |
Definition at line 48 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A35 23 |
Definition at line 49 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A40 24 |
Definition at line 51 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A41 25 |
Definition at line 52 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A42 26 |
Definition at line 53 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A43 27 |
Definition at line 54 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A44 28 |
Definition at line 55 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky5(), CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood5(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A45 29 |
Definition at line 56 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A50 30 |
Definition at line 58 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A51 31 |
Definition at line 59 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A52 32 |
Definition at line 60 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A53 33 |
Definition at line 61 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A54 34 |
Definition at line 62 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define A55 35 |
Definition at line 63 of file MatrixInvert.cc.
Referenced by CLHEP::HepSymMatrix::invertCholesky6(), CLHEP::HepSymMatrix::invertHaywood6(), and CLHEP::HepMatrix::invertHaywood6().
| #define F00 0 |
| #define F01 1 |
| #define F02 2 |
| #define F03 3 |
| #define F10 4 |
| #define F11 5 |
| #define F12 6 |
| #define F13 7 |
| #define F20 8 |
| #define F21 9 |
| #define F22 10 |
| #define F23 11 |
| #define F30 12 |
| #define F31 13 |
| #define F32 14 |
| #define F33 15 |
| #define M00 0 |
| #define M01 1 |
| #define M02 2 |
| #define M03 3 |
| #define M04 4 |
| #define M10 5 |
| #define M11 6 |
| #define M12 7 |
| #define M13 8 |
| #define M14 9 |
| #define M20 10 |
| #define M21 11 |
| #define M22 12 |
| #define M23 13 |
| #define M24 14 |
| #define M30 15 |
| #define M31 16 |
| #define M32 17 |
| #define M33 18 |
| #define M34 19 |
| #define M40 20 |
| #define M41 21 |
| #define M42 22 |
| #define M43 23 |
| #define M44 24 |
1.4.7