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

• ___H__H^__Z__Z_lp__Simplicial__Complex_cm__Ring_rp.out
• ___H__H^__Z__Z_lp__Simplicial__Complex_cm__Simplicial__Complex_rp.out
• ___H__H^__Z__Z_sp__Simplicial__Map.out
• ___H__H_sp__Simplicial__Map.out
• ___H__H_us__Z__Z_lp__Simplicial__Complex_cm__Ring_rp.out
• ___H__H_us__Z__Z_sp__Simplicial__Map.out
• ___Simplicial__Complex_sp_st_sp__Simplicial__Complex.out
• _algebraic__Shifting.out
• _bartnette__Sphere__Complex_lp__Polynomial__Ring_rp.out
• _barycentric__Subdivision_lp__Simplicial__Complex_cm__Ring_rp.out
• _barycentric__Subdivision_lp__Simplicial__Map_cm__Ring_cm__Ring_rp.out
• _bjorner__Complex_lp__Polynomial__Ring_rp.out
• _boundary__Map_lp__Z__Z_cm__Simplicial__Complex_rp.out
• _buchberger__Resolution.out
• _buchberger__Simplicial__Complex.out
• _chain__Complex_lp__Simplicial__Complex_rp.out
• _chain__Complex_lp__Simplicial__Map_rp.out
• _coefficient__Ring_lp__Simplicial__Complex_rp.out
• _connected__Components_lp__Simplicial__Complex_rp.out
• _dim_lp__Simplicial__Complex_rp.out
• _dual_lp__Simplicial__Complex_rp.out
• _dunce__Hat__Complex_lp__Polynomial__Ring_rp.out
• _elementary__Collapse_lp__Simplicial__Complex_cm__Ring__Element_rp.out
• _f__Vector_lp__Simplicial__Complex_rp.out
• _faces_lp__Simplicial__Complex_rp.out
• _faces_lp__Z__Z_cm__Simplicial__Complex_rp.out
• _facets_lp__Simplicial__Complex_rp.out
• _flagf__Vector_lp__List_cm__Simplicial__Complex_rp.out
• _flagf__Vector_lp__Simplicial__Complex_rp.out
• _grunbaum__Ball__Complex_lp__Polynomial__Ring_rp.out
• _homology_lp__Simplicial__Complex_cm__Ring_rp.out
• _homology_lp__Simplicial__Complex_cm__Simplicial__Complex_rp.out
• _id_sp_us_sp__Simplicial__Complex.out
• _ideal_lp__Simplicial__Complex_rp.out
• _image_lp__Simplicial__Map_rp.out
• _induced__Subcomplex_lp__Simplicial__Complex_cm__List_rp.out
• _is__Injective_lp__Simplicial__Map_rp.out
• _is__Proper_lp__Simplicial__Complex_rp.out
• _is__Pure_lp__Simplicial__Complex_rp.out
• _is__Surjective_lp__Simplicial__Map_rp.out
• _is__Well__Defined_lp__Simplicial__Complex_rp.out
• _is__Well__Defined_lp__Simplicial__Map_rp.out
• _klein__Bottle__Complex_lp__Polynomial__Ring_rp.out
• _link_lp__Simplicial__Complex_cm__Ring__Element_rp.out
• _lyubeznik__Resolution.out
• _lyubeznik__Simplicial__Complex.out
• _map_lp__Simplicial__Complex_cm__Simplicial__Complex_cm__Matrix_rp.out
• _map_lp__Simplicial__Map_rp.out
• _matrix_lp__Simplicial__Map_rp.out
• _monomial__Ideal_lp__Simplicial__Complex_rp.out
• _net_lp__Simplicial__Complex_rp.out
• _net_lp__Simplicial__Map_rp.out
• _non__Piecewise__Linear__Sphere__Complex_lp__Polynomial__Ring_rp.out
• _poincare__Sphere__Complex_lp__Polynomial__Ring_rp.out
• _prune_lp__Simplicial__Complex_rp.out
• _real__Projective__Space__Complex_lp__Z__Z_cm__Polynomial__Ring_rp.out
• _ring_lp__Simplicial__Complex_rp.out
• _rudin__Ball__Complex_lp__Polynomial__Ring_rp.out
• _scarf__Chain__Complex.out
• _scarf__Simplicial__Complex.out
• _simplex__Complex_lp__Z__Z_cm__Polynomial__Ring_rp.out
• _simplicial__Complex_lp__List_rp.out
• _simplicial__Complex_lp__Monomial__Ideal_rp.out
• _skeleton_lp__Z__Z_cm__Simplicial__Complex_rp.out
• _small__Manifold_lp__Z__Z_cm__Z__Z_cm__Z__Z_cm__Polynomial__Ring_rp.out
• _source_lp__Simplicial__Map_rp.out
• _star_lp__Simplicial__Complex_cm__Ring__Element_rp.out
• _substitute_lp__Simplicial__Complex_cm__Polynomial__Ring_rp.out
• _target_lp__Simplicial__Map_rp.out
• _taylor__Resolution.out
• _vertices_lp__Simplicial__Complex_rp.out
• _wedge_lp__Simplicial__Complex_cm__Simplicial__Complex_cm__Ring__Element_cm__Ring__Element_rp.out
• _ziegler__Ball__Complex_lp__Polynomial__Ring_rp.out

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Fabrice Bellet, Sat Nov 16 06:07:17 2024