Searched refs:L_ (Results 1 – 2 of 2) sorted by relevance
| /petsc/src/sys/utils/ |
| H A D | sorti.c | 1040 PetscInt *L_ = *L, ak, bk, k; in PetscMergeIntArray() local
1043 if (!L_) { in PetscMergeIntArray()
1045 L_ = *L; in PetscMergeIntArray()
1050 L_[k] = aI[ak]; in PetscMergeIntArray()
1055 L_[k] = aI[ak]; in PetscMergeIntArray()
1059 L_[k] = bI[bk]; in PetscMergeIntArray()
1065 PetscCall(PetscArraycpy(L_ + k, aI + ak, an - ak)); in PetscMergeIntArray()
1069 PetscCall(PetscArraycpy(L_ + k, bI + bk, bn - bk)); in PetscMergeIntArray()
1105 PetscInt n_, *L_, *J_, ak, bk, k; in PetscMergeIntArrayPair() local
1113 L_ = *L; in PetscMergeIntArrayPair()
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| /petsc/doc/manual/ |
| H A D | tao.md | 1978 L_{\rho}(x,z,y) = f(x) + g(z) + y^T(Ax+Bz-c) + (\rho/2)||Ax+Bz-c||_2^2
1984 x^{k+1} := \text{argmin}L_{\rho}(x,z^k,y^k)
1988 z^{k+1} := \text{argmin}L_{\rho}(x^{k+1},z,y^k)
2108 L_{\mu}(x,\lambda_{ce},\lambda_{ci},z) = f(x) + \lambda_{ce}^Tce(x) - \lambda_{ci}^T(ci(x) - z) - \…
2117 \nabla L_{\mu}(x,\lambda_{ce},\lambda_{ci},z) =
2132 solving the second-order KKT system $Hd = -\nabla L_{\mu}$.
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