Merge pull request #1297 from jschueller/issue744
*drgev: relax eigenvalue consistency test
This commit is contained in:
+24
-6
@@ -780,8 +780,14 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
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$ BETA1( J ) )RESULT( 5 ) = ULPINV
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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120 CONTINUE
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*
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* Do test (6): Compute eigenvalues and left eigenvectors,
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@@ -800,8 +806,14 @@
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END IF
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*
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DO 130 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
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$ BETA1( J ) )RESULT( 6 ) = ULPINV
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -827,8 +839,14 @@
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END IF
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*
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DO 160 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
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$ BETA1( J ) )RESULT( 7 ) = ULPINV
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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160 CONTINUE
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*
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DO 180 J = 1, N
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+24
-8
@@ -788,8 +788,14 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
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$ BETA1( J ) ) RESULT( 5 ) = ULPINV
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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120 CONTINUE
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*
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* Do the test (6): Compute eigenvalues and left eigenvectors,
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@@ -809,10 +815,14 @@
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*
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DO 130 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR.
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$ BETA( J ).NE.BETA1( J ) ) THEN
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RESULT( 6 ) = ULPINV
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ENDIF
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -839,8 +849,14 @@
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END IF
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*
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DO 160 J = 1, N
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IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
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$ BETA1( J ) )RESULT( 7 ) = ULPINV
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHA( J ) - ALPHA1( J ) )
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$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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160 CONTINUE
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*
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DO 180 J = 1, N
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+36
-9
@@ -778,9 +778,18 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 5 )
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$ = ULPINV
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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120 CONTINUE
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*
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* Do the test (6): Compute eigenvalues and left eigenvectors,
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@@ -799,9 +808,18 @@
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END IF
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*
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DO 130 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 6 )
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$ = ULPINV
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -827,9 +845,18 @@
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END IF
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*
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DO 160 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 7 )
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$ = ULPINV
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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160 CONTINUE
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*
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DO 180 J = 1, N
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+36
-9
@@ -813,9 +813,18 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 5 )
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$ = ULPINV
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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120 CONTINUE
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*
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* Do the test (6): Compute eigenvalues and left eigenvectors,
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@@ -834,9 +843,18 @@
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END IF
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*
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DO 130 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 6 )
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$ = ULPINV
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -862,9 +880,18 @@
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END IF
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*
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DO 160 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )RESULT( 7 )
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$ = ULPINV
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 7 ) = MAX( RESULT( 7 ),
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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160 CONTINUE
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*
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DO 180 J = 1, N
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+36
-9
@@ -778,9 +778,18 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )
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$ RESULT( 5 ) = ULPINV
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
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$ SAFMIN ) )
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RESULT( 5 ) = MAX( RESULT( 5 ),
|
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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120 CONTINUE
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*
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* Do the test (6): Compute eigenvalues and left eigenvectors,
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@@ -799,9 +808,18 @@
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END IF
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*
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DO 130 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )
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$ RESULT( 6 ) = ULPINV
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RESULT( 6 ) = MAX( RESULT( 6 ),
|
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
|
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
|
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$ SAFMIN ) )
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RESULT( 6 ) = MAX( RESULT( 6 ),
|
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
|
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
|
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$ SAFMIN ) )
|
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RESULT( 6 ) = MAX( RESULT( 6 ),
|
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$ ABS( BETA( J ) - BETA1( J ) )
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -827,9 +845,18 @@
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END IF
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*
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DO 160 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )
|
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$ RESULT( 7 ) = ULPINV
|
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RESULT( 7 ) = MAX( RESULT( 7 ),
|
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
|
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$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
|
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$ SAFMIN ) )
|
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RESULT( 7 ) = MAX( RESULT( 7 ),
|
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$ ABS( ALPHAI( J ) - ALPHI1( J ) )
|
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$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
|
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$ SAFMIN ) )
|
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RESULT( 7 ) = MAX( RESULT( 7 ),
|
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$ ABS( BETA( J ) - BETA1( J ) )
|
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
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$ SAFMIN ) )
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160 CONTINUE
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*
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DO 180 J = 1, N
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+32
-10
@@ -786,10 +786,14 @@
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END IF
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*
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DO 120 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR.
|
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$ BETA( J ).NE. BETA1( J ) ) THEN
|
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RESULT( 5 ) = ULPINV
|
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END IF
|
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RESULT( 5 ) = MAX( RESULT( 5 ),
|
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$ ABS( ALPHAR( J ) - ALPHR1( J ) )
|
||||
$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 5 ) = MAX( RESULT( 5 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
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$ SAFMIN ) )
|
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120 CONTINUE
|
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*
|
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* Do the test (6): Compute eigenvalues and left eigenvectors,
|
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@@ -808,9 +812,18 @@
|
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END IF
|
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*
|
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DO 130 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
|
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )
|
||||
$ RESULT( 6 ) = ULPINV
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( ALPHAR( J ) - ALPHR1( J ) )
|
||||
$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( ALPHAI( J ) - ALPHI1( J ) )
|
||||
$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
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$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
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$ SAFMIN ) )
|
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130 CONTINUE
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*
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DO 150 J = 1, N
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@@ -836,9 +849,18 @@
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END IF
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*
|
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DO 160 J = 1, N
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IF( ALPHAR( J ).NE.ALPHR1( J ) .OR. ALPHAI( J ).NE.
|
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$ ALPHI1( J ) .OR. BETA( J ).NE.BETA1( J ) )
|
||||
$ RESULT( 7 ) = ULPINV
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( ALPHAR( J ) - ALPHR1( J ) )
|
||||
$ / MAX( ABS( ALPHAR( J ) ), ABS( ALPHR1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( ALPHAI( J ) - ALPHI1( J ) )
|
||||
$ / MAX( ABS( ALPHAI( J ) ), ABS( ALPHI1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
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$ SAFMIN ) )
|
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160 CONTINUE
|
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*
|
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DO 180 J = 1, N
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|
||||
+24
-6
@@ -780,8 +780,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 120 J = 1, N
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||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 5 ) = ULPINV
|
||||
RESULT( 5 ) = MAX( RESULT( 5 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 5 ) = MAX( RESULT( 5 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
120 CONTINUE
|
||||
*
|
||||
* Do test (6): Compute eigenvalues and left eigenvectors,
|
||||
@@ -800,8 +806,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 130 J = 1, N
|
||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 6 ) = ULPINV
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
130 CONTINUE
|
||||
*
|
||||
DO 150 J = 1, N
|
||||
@@ -827,8 +839,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 160 J = 1, N
|
||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 7 ) = ULPINV
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
160 CONTINUE
|
||||
*
|
||||
DO 180 J = 1, N
|
||||
|
||||
+24
-6
@@ -788,8 +788,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 120 J = 1, N
|
||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 5 ) = ULPINV
|
||||
RESULT( 5 ) = MAX( RESULT( 5 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 5 ) = MAX( RESULT( 5 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
120 CONTINUE
|
||||
*
|
||||
* Do test (6): Compute eigenvalues and left eigenvectors,
|
||||
@@ -808,8 +814,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 130 J = 1, N
|
||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 6 ) = ULPINV
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 6 ) = MAX( RESULT( 6 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
130 CONTINUE
|
||||
*
|
||||
DO 150 J = 1, N
|
||||
@@ -835,8 +847,14 @@
|
||||
END IF
|
||||
*
|
||||
DO 160 J = 1, N
|
||||
IF( ALPHA( J ).NE.ALPHA1( J ) .OR. BETA( J ).NE.
|
||||
$ BETA1( J ) )RESULT( 7 ) = ULPINV
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( ALPHA( J ) - ALPHA1( J ) )
|
||||
$ / MAX( ABS( ALPHA( J ) ), ABS( ALPHA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
RESULT( 7 ) = MAX( RESULT( 7 ),
|
||||
$ ABS( BETA( J ) - BETA1( J ) )
|
||||
$ / MAX( ABS( BETA( J ) ), ABS( BETA1( J ) ),
|
||||
$ SAFMIN ) )
|
||||
160 CONTINUE
|
||||
*
|
||||
DO 180 J = 1, N
|
||||
|
||||
Reference in New Issue
Block a user