Fedora 40 updates for aarch64 : / usr /share /doc /Macaulay2 /Complexes /example-output

• ___Complex__Map_sp^_sp__Array.out
• ___Complex__Map_sp^_sp__Z__Z.out
• ___Complex__Map_sp_eq_eq_sp__Complex__Map.out
• ___Complex__Map_sp_pl_pl_sp__Complex__Map.out
• ___Complex__Map_sp_st_sp__Complex__Map.out
• ___Complex__Map_sp_st_st_sp__Complex__Map.out
• ___Complex__Map_sp_us_sp__Z__Z.out
• ___Complex__Map_sp_vb_sp__Complex__Map.out
• ___Complex__Map_sp_vb_vb_sp__Complex__Map.out
• ___Complex_sp__Array.out
• ___Complex_sp_eq_eq_sp__Complex.out
• ___Complex_sp_st_st_sp__Complex.out
• ___Complex_sp_st_st_sp__Matrix.out
• ___Complex_sp_us_sp__Array.out
• ___Complex_sp_us_sp__Z__Z.out
• ___Default_spstrategy_spfor_spfree_spresolutions_spof_sphomogeneous_spmodules.out
• ___H__H_sp__Complex.out
• ___H__H_sp__Complex__Map.out
• ___H__H_us__Z__Z_sp__Complex.out
• ___Hom_lp__Complex__Map_cm__Complex__Map_rp.out
• ___Hom_lp__Complex_cm__Complex_rp.out
• ___Ring__Map_sp__Complex.out
• ___Ring__Map_sp__Complex__Map.out
• ___Ring__Map_sp_st_st_sp__Complex.out
• ___Ring__Map_sp_st_st_sp__Complex__Map.out
• ___Strategies_spfor_spfree_spresolutions.out
• ___Strategy_spfor_spfree_spresolutions_spof_sphomogeneous_spmodules_spaided_spby_sp__Hilbert_spfunctions.out
• ___Strategy_spfor_spfree_spresolutions_spof_sphomogeneous_spmodules_spvia_spsuccessive_spsyzygies.out
• ___Strategy_spfor_spfree_spresolutions_spover_spa_spfield.out
• ___Strategy_spfor_spfree_spresolutions_spover_spthe_spintegers.out
• ___Strategy_spfor_spfree_spresolutions_spvia_sp__Schreyer-__Lascala.out
• ___Strategy_spfor_spfree_spresolutions_spvia_sphomogenization.out
• ___Strategy_spfor_spfree_spresolutions_spvia_spsyzygies.out
• ___Strategy_spfor_spnonminimal_spfree_spresolutions.out
• ___Tor_us__Z__Z_lp__Matrix_cm__Module_rp.out
• _arithmetic_spwith_spcomplex_spmaps.out
• _augmentation__Map.out
• _betti_lp__Complex_rp.out
• _canonical__Map.out
• _canonical__Truncation_lp__Complex__Map_cm__Z__Z_cm__Z__Z_rp.out
• _canonical__Truncation_lp__Complex_cm__Z__Z_cm__Z__Z_rp.out
• _chain__Complex_lp__Complex__Map_rp.out
• _chain__Complex_lp__Complex_rp.out
• _coimage_lp__Complex__Map_rp.out
• _cokernel_lp__Complex__Map_rp.out
• _complex.out
• _complex_lp__Chain__Complex__Map_rp.out
• _complex_lp__Chain__Complex_rp.out
• _complex_lp__Complex__Map_rp.out
• _complex_lp__Complex_rp.out
• _complex_lp__Hash__Table_rp.out
• _complex_lp__Module_rp.out
• _components_lp__Complex__Map_rp.out
• _components_lp__Complex_rp.out
• _concentration.out
• _concentration_lp__Complex__Map_rp.out
• _cone_lp__Complex__Map_rp.out
• _connecting__Ext__Map_lp__Module_cm__Matrix_cm__Matrix_rp.out
• _connecting__Map_lp__Complex__Map_cm__Complex__Map_rp.out
• _connecting__Tor__Map_lp__Module_cm__Matrix_cm__Matrix_rp.out
• _cylinder.out
• _degree_lp__Complex__Map_rp.out
• _differential_spof_spa_spchain_spcomplex.out
• _direct__Sum_lp__Complex_rp.out
• _dual_lp__Complex__Map_rp.out
• _dual_lp__Complex_rp.out
• _extend_lp__Complex_cm__Complex_cm__Matrix_cm__Sequence_rp.out
• _free__Resolution.out
• _free__Resolution_lp..._cm_sp__Strategy_sp_eq_gt_sp__Engine_rp.out
• _free__Resolution_lp__Matrix_rp.out
• _graded__Module_lp__Complex_rp.out
• _homomorphism_lp__Complex__Map_rp.out
• _homomorphism_lp__Z__Z_cm__Matrix_cm__Complex_rp.out
• _homomorphism_sq_lp__Complex__Map_rp.out
• _horseshoe__Resolution_lp__Complex_rp.out
• _id_sp_us_sp__Complex.out
• _image_lp__Complex__Map_rp.out
• _induced__Map_lp__Complex_cm__Complex_rp.out
• _is__Commutative_lp__Complex__Map_rp.out
• _is__Complex__Morphism_lp__Complex__Map_rp.out
• _is__Exact.out
• _is__Free_lp__Complex_rp.out
• _is__Homogeneous_lp__Complex__Map_rp.out
• _is__Homogeneous_lp__Complex_rp.out
• _is__Null__Homotopic_lp__Complex__Map_rp.out
• _is__Null__Homotopy__Of_lp__Complex__Map_cm__Complex__Map_rp.out
• _is__Quasi__Isomorphism_lp__Complex__Map_rp.out
• _is__Short__Exact__Sequence_lp__Complex__Map_cm__Complex__Map_rp.out
• _is__Short__Exact__Sequence_lp__Complex_rp.out
• _is__Short__Exact__Sequence_lp__Matrix_cm__Matrix_rp.out
• _is__Well__Defined_lp__Complex__Map_rp.out
• _is__Well__Defined_lp__Complex_rp.out
• _kernel_lp__Complex__Map_rp.out
• _koszul__Complex_lp__Matrix_rp.out
• _length_lp__Complex_rp.out
• _lift__Map__Along__Quasi__Isomorphism_lp__Complex__Map_cm__Complex__Map_rp.out
• _long__Exact__Sequence_lp__Complex__Map_cm__Complex__Map_rp.out
• _map_lp__Complex_cm__Complex_cm__Complex__Map_rp.out
• _map_lp__Complex_cm__Complex_cm__Function_rp.out
• _map_lp__Complex_cm__Complex_cm__Hash__Table_rp.out
• _map_lp__Complex_cm__Complex_cm__List_rp.out
• _map_lp__Complex_cm__Complex_cm__Z__Z_rp.out
• _minimal__Presentation_lp__Complex_rp.out
• _minimize_lp__Complex_rp.out
• _naive__Truncation_lp__Complex__Map_cm__Z__Z_cm__Z__Z_rp.out
• _naive__Truncation_lp__Complex_cm__Z__Z_cm__Z__Z_rp.out
• _null__Homotopy_lp__Complex__Map_rp.out
• _part_lp__List_cm__Complex__Map_rp.out
• _part_lp__List_cm__Complex_rp.out
• _poincare__N_lp__Complex_rp.out
• _poincare_lp__Complex_rp.out
• _random__Complex__Map_lp__Complex_cm__Complex_rp.out
• _regularity_lp__Complex_rp.out
• _resolution__Map.out
• _resolution_lp__Complex_rp.out
• _ring_lp__Complex_rp.out
• _source_lp__Complex__Map_rp.out
• _sum_lp__Complex_rp.out
• _target_lp__Complex__Map_rp.out
• _tensor__Associativity_lp__Complex_cm__Complex_cm__Complex_rp.out
• _tensor__Commutativity_lp__Complex_cm__Complex_rp.out
• _tensor__Commutativity_lp__Module_cm__Module_rp.out
• _tor__Symmetry_lp__Z__Z_cm__Module_cm__Module_rp.out
• _truncate_lp__List_cm__Complex__Map_rp.out
• _truncate_lp__List_cm__Complex_rp.out
• _yoneda__Extension_lp__Matrix_rp.out
• _yoneda__Extension_sq_lp__Complex_rp.out
• _yoneda__Map_lp__Matrix_rp.out
• _yoneda__Map_sq_lp__Complex__Map_rp.out
• _yoneda__Product_lp__Matrix_cm__Matrix_rp.out
• _yoneda__Product_lp__Module_cm__Module_rp.out

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Fabrice Bellet, Thu Jan 9 02:54:44 2025