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28 | 28 | * $ NB, NRHS
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29 | 29 | * DOUBLE PRECISION ABSTOL, MAXC2NRM, MAXC2NRMK, RELMAXC2NRMK,
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30 | 30 | * $ RELTOL
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31 |
| -* |
32 |
| -* .. Scalar Arguments .. |
33 |
| -* LOGICAL DONE |
34 |
| -* INTEGER KB, LDA, LDF, M, N, NB, NRHS, IOFFSET |
35 |
| -* DOUBLE PRECISION ABSTOL, MAXC2NRM, MAXC2NRMK, RELMAXC2NRMK, |
36 |
| -* $ RELTOL |
37 | 31 | * ..
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38 | 32 | * .. Array Arguments ..
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39 | 33 | * INTEGER IWORK( * ), JPIV( * )
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192 | 186 | *>
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193 | 187 | *> \param[in,out] A
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194 | 188 | *> \verbatim
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195 |
| -*> A is DOUBLE PRECISION array, dimension (LDA,N+NRHS) |
| 189 | +*> A is COMPLEX*16 array, dimension (LDA,N+NRHS) |
196 | 190 | *> On entry:
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197 | 191 | *> the M-by-N matrix A and M-by-NRHS matrix B, as in
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198 | 192 | *>
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273 | 267 | *>
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274 | 268 | *> \param[out] TAU
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275 | 269 | *> \verbatim
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276 |
| -*> TAU is DOUBLE PRECISION array, dimension (min(M-IOFFSET,N)) |
| 270 | +*> TAU is COMPLEX*16 array, dimension (min(M-IOFFSET,N)) |
277 | 271 | *> The scalar factors of the elementary reflectors.
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278 | 272 | *> \endverbatim
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279 | 273 | *>
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291 | 285 | *>
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292 | 286 | *> \param[out] AUXV
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293 | 287 | *> \verbatim
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294 |
| -*> AUXV is DOUBLE PRECISION array, dimension (NB) |
| 288 | +*> AUXV is COMPLEX*16 array, dimension (NB) |
295 | 289 | *> Auxiliary vector.
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296 | 290 | *> \endverbatim
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297 | 291 | *>
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298 | 292 | *> \param[out] F
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299 | 293 | *> \verbatim
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300 |
| -*> F is DOUBLE PRECISION array, dimension (LDF,NB) |
| 294 | +*> F is COMPLEX*16 array, dimension (LDF,NB) |
301 | 295 | *> Matrix F**H = L*(Y**H)*A.
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302 | 296 | *> \endverbatim
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303 | 297 | *>
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