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Searched refs:recursive (Results 1 – 12 of 12) sorted by relevance

/petsc/src/binding/petsc4py/
H A DMANIFEST.in3 recursive-include demo [M,m]akefile* *.py *.pyx *.i *.[hc]
4 recursive-include demo .f2py_f2cmap *.pyf *.[fF]90
5 recursive-include conf *.py *.sh *.cfg
6 recursive-include src *.py *.pyx *.px[di] *.h *.c *.i *.cfg
7 recursive-include test *.py
8 recursive-include * [M,m]akefile
/petsc/src/mat/graphops/partition/impls/party/
H A Dparty.c14 PetscBool recursive; member
80 rec = party->recursive ? 1 : 0; /* recursive bisection */ in MatPartitioningApply_Party()
147 …if (party->recursive) PetscCall(PetscViewerASCIIPrintf(viewer, " Using recursive bipartitioning\n… in MatPartitioningView_Party()
336 party->recursive = bp; in MatPartitioningPartySetBipart_Party()
356 …partitioning on/off", "MatPartitioningPartySetBipart", party->recursive, &party->recursive, NULL)); in MatPartitioningSetFromOptions_Party()
403 party->recursive = PETSC_TRUE; in MatPartitioningCreate_Party()
/petsc/src/ksp/ksp/utils/lmvm/tests/output/
H A Dsolve_performance_0.out9 Mult algorithm: recursive
/petsc/src/binding/petsc4py/docs/source/_templates/autosummary/
H A Dmodule.rst57 :recursive:
/petsc/src/dm/tutorials/
H A Dex13f90aux.F9038recursive subroutine forw_euler(t, dt, ib1, ibn, jb1, jbn, kb1, kbn, imax, jmax, kmax, neq, y, dfd…
/petsc/src/ts/tutorials/multirate/
H A Dfinitevolume1d.h128 PetscBool recursive; member
H A Dex5.c666 …Bool("-recursive_split", "Split the domain recursively", "", ctx.recursive, &ctx.recursive, NULL)); in main()
725 if (ctx.recursive) { in main()
/petsc/share/petsc/
H A Dchkerrconvert.py228 file_list = glob.iglob(str(start_path/'**'),recursive=True)
/petsc/doc/overview/
H A Dlinear_solve_table.md120 - Algebraic recursive multilevel
/petsc/
H A Dgmakefile.test333 # Run the tests in each batch using recursive invocation of make because
335 # doesn't guarantee an exploration order for the graph. Only recursive
/petsc/doc/manual/
H A Dmat.md662 classical recursive versions - on both CPU and GPU. It should be noted
666 implementation is to enable classical recursive algorithms to avoid
673 seen as a hybrid implementation to avoid both recursive implementation
H A Dsnes.md712 each level, there is a recursive cycle control `SNES` instance, and