A complete generator of infinite sequences of figurate numbers
Project description
Figurate Numbers for Python
Plane figurate numbers
polygonal_numbers
centered_square_numbers
=diamond numbers
centered_dodecagonal_numbers
=star_numbers
centered_mgonal_numbers
pronic_numbers
=heteromecic_numbers = oblong_numbers
polite_numbers
impolite_numbers
cross_numbers
aztec_diamond_numbers
polygram_numbers(m)
=centered_star_polygonal_numbers(m)
pentagram_numbers
gnomic_numbers
truncated_triangular_numbers
truncated_square_numbers
truncated_pronic_numbers
truncated_centered_pol_numbers(m)
=truncated_centered_pol_numbers(m)
truncated_centered_hexagonal_numbers
=truncated_hex_numbers
generalized_mgonal_numbers(m, start_numb)
generalized_centered_pol_numbers(m, start_numb)
generalized_pronic_numbers(start_numb)
Space figurate numbers
m_pyramidal_numbers(m)
cubic_numbers
tetrahedral_numbers
octahedral_numbers
dodecahedral_numbers
icosahedral_numbers
truncated_tetrahedral_numbers
truncated_cubic_numbers
truncated_octahedral_numbers
stella_octangula_numbers
centered_cube_numbers
rhombic_dodecahedral_numbers
hauy_rhombic_dodecahedral_numbers
centered_tetrahedron_numbers
=centered_tetrahedral_numbers
centered_square_pyramid_numbers
=centered_pyramid_numbers
centered_mgonal_pyramid_numbers(m)
centered_octahedron_numbers
centered_icosahedron_numbers
=centered_cuboctahedron_numbers
centered_dodecahedron_numbers
centered_truncated_tetrahedron_numbers
centered_truncated_cube_numbers
centered_truncated_octahedron_numbers
centered_mgonal_pyramidal_numbers(m)
centered_hexagonal_pyramidal_numbers
=hex_pyramidal_numbers
hexagonal_prism_numbers
mgonal_prism_numbers(m)
generalized_mgonal_pyramidal_numbers(m, start_num)
generalized_cubic_numbers(start_num)
generalized_octahedral_numbers(start_num)
generalized_icosahedral_numbers(start_num)
generalized_dodecahedral_numbers(start_num)
generalized_centered_cube_numbers(start_num)
generalized_centered_tetrahedron_numbers(start_num)
generalized_centered_square_pyramid_numbers(start_num)
generalized_rhombic_dodecahedral_numbers(start_num)
generalized_centered_mgonal_pyramidal_numbers(m, start_num)
generalized_mgonal_prism_numbers(m, start_num)
generalized_hexagonal_prism_numbers(start_num)
Multidimensional figurate numbers
pentatope_numbers
=hypertetrahedral_numbers
=triangulotriangular_numbers
k_dimensional_hypertetrahedron_numbers(k)
=k_hypertetrahedron_numbers(k)
=regular_k_polytopic_numbers(k)
=figurate_numbers_of_order_k(k)
biquadratic_numbers
k_dimensional_hypercube_numbers(k)
=k_hypercube_numbers(k)
hyperoctahedral_numbers
=hexadecachoron_numbers
=four_cross_polytope_numbers
=four_orthoplex_numbers
hypericosahedral_numbers
=tetraplex_numbers
=polytetrahedron_numbers
=hexacosichoron_numbers
hyperdodecahedral_numbers
=hecatonicosachoron_numbers
=dodecaplex_numbers
=polydodecahedron_numbers
polyoctahedral_numbers
=icositetrachoron_numbers
=octaplex_numbers
=hyperdiamond_numbers
k_dimensional_hyperoctahedron_numbers(k)
=k_cross_polytope_numbers(k)
four_dimensional_mgonal_pyramidal_numbers(m)
=mgonal_pyramidal_numbers_of_the_second_order
k_dimensional_mgonal_pyramidal_numbers(k, m)
=mgonal_pyramidal_numbers_of_the_k_2_th_order(k, m)
centered_biquadratic_numbers
k_dimensional_centered_hypercube_numbers(k)
centered_polytope_numbers
k_dimensional_centered_hypertetrahedron_numbers(k)
centered_hyperoctahedral_numbers
=orthoplex_numbers
nexus_numbers
k_dimensional_centered_hyperoctahedron_numbers(k)
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