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/dports/math/cmlib/cmlib-3.0_8/src/lindrv/
H A Ddnbfa.f1 SUBROUTINE DNBFA(ABE,LDA,N,ML,MU,IPVT,INFO) argument
115 DOUBLE PRECISION ABE(LDA,*)
133 ABE(I,M+J)=0.0D0
147 L=-IDAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
153 IF(L.NE.K)CALL DSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
157 IF(ABE(K,ML1).EQ.0.0D0) GO TO 20
161 T=-1.0/ABE(K,ML1)
162 CALL DSCAL(LM,T,ABE(LM+K,LM2),LDB)
167 CALL DAXPY(LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),L
177 IF(ABE(N,ML1).EQ.0.0D0) INFO=N
H A Dcnbfa.f1 SUBROUTINE CNBFA(ABE,LDA,N,ML,MU,IPVT,INFO) argument
115 COMPLEX ABE(LDA,*)
137 ABE(I,M+J)=(0.0E0,0.0E0)
151 L=-ICAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
157 IF(L.NE.K)CALL CSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
161 IF(CABS1(ABE(K,ML1)).EQ.0.0E0) GO TO 20
165 T=-(1.0E0,0.0E0)/ABE(K,ML1)
166 CALL CSCAL(LM,T,ABE(LM+K,LM2),LDB)
171 CALL CAXPY(LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),L
181 IF(CABS1(ABE(N,ML1)).EQ.0.0E0) INFO=N
H A Dsnbfa.f1 SUBROUTINE SNBFA(ABE,LDA,N,ML,MU,IPVT,INFO) argument
115 REAL ABE(LDA,*)
133 ABE(I,M+J)=0.0E0
147 L=-ISAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
153 IF(L.NE.K)CALL SSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
157 IF(ABE(K,ML1).EQ.0.0E0) GO TO 20
161 T=-1.0/ABE(K,ML1)
162 CALL SSCAL(LM,T,ABE(LM+K,LM2),LDB)
167 CALL SAXPY(LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),L
177 IF(ABE(N,ML1).EQ.0.0E0) INFO=N
H A Ddnbco.f1 SUBROUTINE DNBCO(ABE,LDA,N,ML,MU,IPVT,RCOND,Z) argument
130 DOUBLE PRECISION ABE(LDA,*),Z(*)
149 CALL DNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
169 S = DABS(ABE(K,ML1))/DABS(EK-Z(K))
177 IF (ABE(K,ML1) .EQ. 0.0D0) GO TO 40
178 WK = WK/ABE(K,ML1)
179 WKM = WKM/ABE(K,ML1)
192 Z(I) = Z(I) + WK*ABE(K,MM)
201 Z(I) = Z(I) + T*ABE(K,MM)
255 S = DABS(ABE(K,ML1))/DABS(Z(K))
[all …]
H A Dsnbco.f1 SUBROUTINE SNBCO(ABE,LDA,N,ML,MU,IPVT,RCOND,Z) argument
130 REAL ABE(LDA,*),Z(*)
149 CALL SNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
169 S = ABS(ABE(K,ML1))/ABS(EK-Z(K))
177 IF (ABE(K,ML1) .EQ. 0.0E0) GO TO 40
178 WK = WK/ABE(K,ML1)
179 WKM = WKM/ABE(K,ML1)
192 Z(I) = Z(I) + WK*ABE(K,MM)
201 Z(I) = Z(I) + T*ABE(K,MM)
255 S = ABS(ABE(K,ML1))/ABS(Z(K))
[all …]
H A Dcnbco.f1 SUBROUTINE CNBCO(ABE,LDA,N,ML,MU,IPVT,RCOND,Z) argument
130 COMPLEX ABE(LDA,*),Z(*)
156 CALL CNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
176 S = CABS1(ABE(K,ML1))/CABS1(EK-Z(K))
184 IF (CABS1(ABE(K,ML1)) .EQ. 0.0E0) GO TO 40
185 WK = WK/CONJG(ABE(K,ML1))
186 WKM = WKM/CONJG(ABE(K,ML1))
199 Z(I) = Z(I) + WK*CONJG(ABE(K,MM))
208 Z(I) = Z(I) + T*CONJG(ABE(K,MM))
262 S = CABS1(ABE(K,ML1))/CABS1(Z(K))
[all …]
H A Ddnbsl.f1 SUBROUTINE DNBSL(ABE,LDA,N,ML,MU,IPVT,B,JOB) argument
80 DOUBLE PRECISION ABE(LDA,*),B(*)
104 CALL DAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
112 B(K)=B(K)/ABE(K,ML+1)
116 CALL DAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
127 T = DDOT(LM,ABE(K-1,ML+2),LDB,B(LB),1)
128 B(K) = (B(K) - T)/ABE(K,ML+1)
139 B(K) = B(K) + DDOT(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
H A Dcnbsl.f1 SUBROUTINE CNBSL(ABE,LDA,N,ML,MU,IPVT,B,JOB) argument
80 COMPLEX ABE(LDA,*),B(*)
104 CALL CAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
112 B(K)=B(K)/ABE(K,ML+1)
116 CALL CAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
127 T = CDOTC(LM,ABE(K-1,ML+2),LDB,B(LB),1)
128 B(K) = (B(K) - T)/CONJG(ABE(K,ML+1))
139 B(K) = B(K) + CDOTC(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
H A Dsnbsl.f1 SUBROUTINE SNBSL(ABE,LDA,N,ML,MU,IPVT,B,JOB) argument
80 REAL ABE(LDA,*),B(*)
104 CALL SAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
112 B(K)=B(K)/ABE(K,ML+1)
116 CALL SAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
127 T = SDOT(LM,ABE(K-1,ML+2),LDB,B(LB),1)
128 B(K) = (B(K) - T)/ABE(K,ML+1)
139 B(K) = B(K) + SDOT(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
/dports/math/slatec/src/
H A Dsnbfa.f2 SUBROUTINE SNBFA (ABE, LDA, N, ML, MU, IPVT, INFO) argument
115 REAL ABE(LDA,*)
133 ABE(I,M+J)=0.0E0
147 L=-ISAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
153 IF(L.NE.K)CALL SSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
157 IF(ABE(K,ML1).EQ.0.0E0) GO TO 20
161 T=-1.0/ABE(K,ML1)
162 CALL SSCAL(LM,T,ABE(LM+K,LM2),LDB)
167 CALL SAXPY (LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),
177 IF(ABE(N,ML1).EQ.0.0E0) INFO=N
H A Ddnbfa.f2 SUBROUTINE DNBFA (ABE, LDA, N, ML, MU, IPVT, INFO) argument
115 DOUBLE PRECISION ABE(LDA,*)
133 ABE(I,M+J)=0.0D0
147 L=-IDAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
153 IF(L.NE.K)CALL DSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
157 IF(ABE(K,ML1).EQ.0.0D0) GO TO 20
161 T=-1.0/ABE(K,ML1)
162 CALL DSCAL(LM,T,ABE(LM+K,LM2),LDB)
167 CALL DAXPY (LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),
177 IF(ABE(N,ML1).EQ.0.0D0) INFO=N
H A Dcnbfa.f2 SUBROUTINE CNBFA (ABE, LDA, N, ML, MU, IPVT, INFO) argument
115 COMPLEX ABE(LDA,*)
137 ABE(I,M+J)=(0.0E0,0.0E0)
151 L=-ICAMAX(LM1,ABE(LM+K,LM2),LDB)+LM1+K
157 IF(L.NE.K)CALL CSWAP(MP+1,ABE(K,ML1),LDA,ABE(L,ML1+K-L),LDA)
161 IF(CABS1(ABE(K,ML1)).EQ.0.0E0) GO TO 20
165 T=-(1.0E0,0.0E0)/ABE(K,ML1)
166 CALL CSCAL(LM,T,ABE(LM+K,LM2),LDB)
171 CALL CAXPY (LM,ABE(K,ML1+J),ABE(LM+K,LM2),LDB,ABE(LM+K,LM2+J),
181 IF(CABS1(ABE(N,ML1)).EQ.0.0E0) INFO=N
H A Ddnbco.f2 SUBROUTINE DNBCO (ABE, LDA, N, ML, MU, IPVT, RCOND, Z) argument
129 DOUBLE PRECISION ABE(LDA,*),Z(*)
148 CALL DNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
168 S = ABS(ABE(K,ML1))/ABS(EK-Z(K))
176 IF (ABE(K,ML1) .EQ. 0.0D0) GO TO 40
177 WK = WK/ABE(K,ML1)
178 WKM = WKM/ABE(K,ML1)
191 Z(I) = Z(I) + WK*ABE(K,MM)
200 Z(I) = Z(I) + T*ABE(K,MM)
254 S = ABS(ABE(K,ML1))/ABS(Z(K))
[all …]
H A Dsnbco.f2 SUBROUTINE SNBCO (ABE, LDA, N, ML, MU, IPVT, RCOND, Z) argument
129 REAL ABE(LDA,*),Z(*)
148 CALL SNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
168 S = ABS(ABE(K,ML1))/ABS(EK-Z(K))
176 IF (ABE(K,ML1) .EQ. 0.0E0) GO TO 40
177 WK = WK/ABE(K,ML1)
178 WKM = WKM/ABE(K,ML1)
191 Z(I) = Z(I) + WK*ABE(K,MM)
200 Z(I) = Z(I) + T*ABE(K,MM)
254 S = ABS(ABE(K,ML1))/ABS(Z(K))
[all …]
H A Dcnbco.f2 SUBROUTINE CNBCO (ABE, LDA, N, ML, MU, IPVT, RCOND, Z) argument
129 COMPLEX ABE(LDA,*),Z(*)
155 CALL CNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
175 S = CABS1(ABE(K,ML1))/CABS1(EK-Z(K))
183 IF (CABS1(ABE(K,ML1)) .EQ. 0.0E0) GO TO 40
184 WK = WK/CONJG(ABE(K,ML1))
185 WKM = WKM/CONJG(ABE(K,ML1))
198 Z(I) = Z(I) + WK*CONJG(ABE(K,MM))
207 Z(I) = Z(I) + T*CONJG(ABE(K,MM))
261 S = CABS1(ABE(K,ML1))/CABS1(Z(K))
[all …]
H A Dcnbsl.f2 SUBROUTINE CNBSL (ABE, LDA, N, ML, MU, IPVT, B, JOB) argument
79 COMPLEX ABE(LDA,*),B(*)
103 CALL CAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
111 B(K)=B(K)/ABE(K,ML+1)
115 CALL CAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
126 T = CDOTC(LM,ABE(K-1,ML+2),LDB,B(LB),1)
127 B(K) = (B(K) - T)/CONJG(ABE(K,ML+1))
138 B(K) = B(K) + CDOTC(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
H A Dsnbsl.f2 SUBROUTINE SNBSL (ABE, LDA, N, ML, MU, IPVT, B, JOB) argument
79 REAL ABE(LDA,*),B(*)
103 CALL SAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
111 B(K)=B(K)/ABE(K,ML+1)
115 CALL SAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
126 T = SDOT(LM,ABE(K-1,ML+2),LDB,B(LB),1)
127 B(K) = (B(K) - T)/ABE(K,ML+1)
138 B(K) = B(K) + SDOT(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
H A Ddnbsl.f2 SUBROUTINE DNBSL (ABE, LDA, N, ML, MU, IPVT, B, JOB) argument
79 DOUBLE PRECISION ABE(LDA,*),B(*)
103 CALL DAXPY(LM,T,ABE(K+LM,MLM),LDB,B(K+1),1)
111 B(K)=B(K)/ABE(K,ML+1)
115 CALL DAXPY(LM,T,ABE(K-1,ML+2),LDB,B(LB),1)
126 T = DDOT(LM,ABE(K-1,ML+2),LDB,B(LB),1)
127 B(K) = (B(K) - T)/ABE(K,ML+1)
138 B(K) = B(K) + DDOT(LM,ABE(K+LM,MLM),LDB,B(K+1),1)
/dports/cad/gds3d/GDS3D-bcdb97a/win32/
H A DGDS3D.sln18 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Debug|Win32.ActiveCfg = Debug|Win32
19 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Debug|Win32.Build.0 = Debug|Win32
20 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Debug|x64.ActiveCfg = Debug|x64
21 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Debug|x64.Build.0 = Debug|x64
22 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release|Win32.ActiveCfg = Release|Win32
23 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release|Win32.Build.0 = Release|Win32
24 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release|Win32.Deploy.0 = Release|Win32
25 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release|x64.ActiveCfg = Release|x64
26 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release|x64.Build.0 = Release|x64
29 {46F581B6-F491-4ABE-B6E5-F7DA26650362}.Release-XP|x64.ActiveCfg = Release-XP|x64
[all …]
/dports/devel/icu/icu/source/samples/strsrch/
H A Dstrsrch.sln3 Project("{8BC9CEB8-8B4A-11D0-8D11-00A0C91BC942}") = "strsrch", "strsrch.vcxproj", "{E97790D1-7ABE-4…
13 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|Win32.ActiveCfg = Debug|Win32
14 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|Win32.Build.0 = Debug|Win32
15 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|x64.ActiveCfg = Debug|x64
16 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|x64.Build.0 = Debug|x64
17 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|Win32.ActiveCfg = Release|Win32
18 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|Win32.Build.0 = Release|Win32
19 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|x64.ActiveCfg = Release|x64
20 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|x64.Build.0 = Release|x64
/dports/devel/icu-lx/icu/source/samples/strsrch/
H A Dstrsrch.sln3 Project("{8BC9CEB8-8B4A-11D0-8D11-00A0C91BC942}") = "strsrch", "strsrch.vcxproj", "{E97790D1-7ABE-4…
13 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|Win32.ActiveCfg = Debug|Win32
14 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|Win32.Build.0 = Debug|Win32
15 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|x64.ActiveCfg = Debug|x64
16 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Debug|x64.Build.0 = Debug|x64
17 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|Win32.ActiveCfg = Release|Win32
18 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|Win32.Build.0 = Release|Win32
19 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|x64.ActiveCfg = Release|x64
20 {E97790D1-7ABE-4C8E-9627-251ABEAA3EEC}.Release|x64.Build.0 = Release|x64
/dports/devel/emscripten/emscripten-2.0.3/tests/third_party/openjpeg/
H A DLibOpenJPEG.sln4 …D11-00A0C91BC942}") = "LibOpenJPEG", "LibOpenJPEG.vcproj", "{6A47DBE3-8F80-4ABE-8688-5F8DC620977C}"
12 {6A47DBE3-8F80-4ABE-8688-5F8DC620977C}.Debug|Win32.ActiveCfg = Debug|Win32
13 {6A47DBE3-8F80-4ABE-8688-5F8DC620977C}.Debug|Win32.Build.0 = Debug|Win32
14 {6A47DBE3-8F80-4ABE-8688-5F8DC620977C}.Release|Win32.ActiveCfg = Release|Win32
15 {6A47DBE3-8F80-4ABE-8688-5F8DC620977C}.Release|Win32.Build.0 = Release|Win32
/dports/math/cmlib/cmlib-3.0_8/doc/lindrv/
H A Dcnbfa2 SUBROUTINE CNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
19 C ABE COMPLEX(LDA, NC)
22 C of ABE and the diagonals of the original matrix
23 C are stored in columns 1 through ML+MU+1 of ABE.
28 C the leading dimension of the array ABE.
45 C ABE an upper triangular matrix in band storage
74 C ABE(I,K) = A(I,J)
78 C This uses columns 1 through ML+MU+1 of ABE .
80 C ABE starting with column ML+MU+2 for elements
82 C number of columns needed in ABE is 2*ML+MU+1 .
[all …]
H A Dsnbfa2 SUBROUTINE SNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
19 C ABE REAL(LDA, NC)
22 C of ABE and the diagonals of the original matrix
23 C are stored in columns 1 through ML+MU+1 of ABE.
28 C the leading dimension of the array ABE.
45 C ABE an upper triangular matrix in band storage
74 C ABE(I,K) = A(I,J)
78 C This uses columns 1 through ML+MU+1 of ABE .
80 C ABE starting with column ML+MU+2 for elements
82 C number of columns needed in ABE is 2*ML+MU+1 .
[all …]
H A Ddnbfa2 SUBROUTINE DNBFA(ABE,LDA,N,ML,MU,IPVT,INFO)
19 C ABE DOUBLE PRECISION(LDA, NC)
22 C of ABE and the diagonals of the original matrix
23 C are stored in columns 1 through ML+MU+1 of ABE.
28 C the leading dimension of the array ABE.
45 C ABE an upper triangular matrix in band storage
74 C ABE(I,K) = A(I,J)
78 C This uses columns 1 through ML+MU+1 of ABE .
80 C ABE starting with column ML+MU+2 for elements
82 C number of columns needed in ABE is 2*ML+MU+1 .
[all …]

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