File size: 21,972 Bytes
1ca0407
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
family,subset,tier,domain,source,license,problem_key,n_tasks,tags
ae_p10_kakeya_3d,optimize,research,geometry,AlphaEvolve-Repository-of-Problems/10-3d-kakeya,CC-BY-4.0,kakeya_needle_3d_prisms,1,exact_piecewise_integration;float_objective
ae_p16_gagliardo_nirenberg,optimize,research,analysis,AlphaEvolve-Repository-of-Problems/16-gagliardo-nirenberg-special-case,CC-BY-4.0,nagy_gagliardo_nirenberg_sharp_constant,3,float_objective;known_optimum
ae_p17_young_convolution,optimize,research,analysis,AlphaEvolve-Repository-of-Problems/17-young-convolution,CC-BY-4.0,young_convolution_sharp_constant,3,float_objective;known_optimum
ae_p18_hardy_littlewood_maximal,optimize,research,analysis,AlphaEvolve-Repository-of-Problems/18-hardy-littlewood-maximal,CC-BY-4.0,centered_hardy_littlewood_weak11_constant_1d,1,exact_rational;known_optimum
ae_p1_ff_kakeya,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/1-finite-field-kakeya,CC-BY-4.0,finite_field_kakeya_min_size,10,exact_integer;finite_fields
ae_p1_ff_nikodym,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/1-finite-field-nikodym,CC-BY-4.0,finite_field_nikodym_min_size_d3,4,exact_integer;finite_fields
ae_p24_de_bruijn_sharma,optimize,research,analysis,AlphaEvolve-Repository-of-Problems/24-de-bruijn-sharma,CC-BY-4.0,de_bruijn_sharma_x_intercept,4,float_objective;polynomials
ae_p29_block_stacking,optimize,competition,analysis,AlphaEvolve-Repository-of-Problems/29-block-stacking,CC-BY-4.0,block_stacking_overhang_one_per_level,3,agentic_trivial;exact_rational;known_optimum
ae_p30_arithmetic_kakeya,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/30-arithmetic-kakeya,CC-BY-4.0,arithmetic_kakeya_entropy_sum_difference,2,additive_combinatorics;entropy;float_objective
ae_p31_furstenberg_sarkozy,optimize,research,number_theory,AlphaEvolve-Repository-of-Problems/31-furstenberg-sarkozy,CC-BY-4.0,furstenberg_sarkozy_modular_exponent,2,additive_combinatorics;exact_integer
ae_p32_spherical_designs,construct,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/32-spherical-designs,CC-BY-4.0,spherical_t_design_s2,6,float_tolerance;numerical_design
ae_p35_cubes_in_cube,optimize,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/35-packing-in-a-dilate,CC-BY-4.0,unit_cubes_in_smallest_cube_n11,1,float_objective;packing
ae_p37_turan_tetrahedron,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/37-hypergraph-turan-tetrahedron,CC-BY-4.0,turan_density_K4_3,1,blow_up;extremal_hypergraph
ae_p38_factorial_factors,construct,research,number_theory,AlphaEvolve-Repository-of-Problems/38-factoring-N-factorial,CC-BY-4.0,factorial_into_n_large_factors_A034258,60,agentic_trivial;exact_integer;ilp_friendly;np_search
ae_p39_beat_the_average,optimize,research,probability,AlphaEvolve-Repository-of-Problems/39-beat-the-average,CC-BY-4.0,beat_the_average_X1X2X3_lt_2X4,1,discrete_measure;float_objective
ae_p40_erdos_discrepancy,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/40-erdos-discrepancy,CC-BY-4.0,erdos_discrepancy_C2_max_length,1,exact_integer;np_search;sat_friendly
ae_p41_sphere_max_volume,optimize,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/41-points-on-sphere-max-volume,CC-BY-4.0,max_volume_inscribed_polyhedron_n_vertices,7,float_objective
ae_p42_sum_difference_i,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/42-sum-difference-I,CC-BY-4.0,sum_difference_sumset_vs_diffset_exponent,1,additive_combinatorics;exact_integer
ae_p43_sum_difference_ii,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/43-sum-difference-II,CC-BY-4.0,sum_difference_diffset_vs_sumset_exponent,1,additive_combinatorics;exact_integer
ae_p44_sum_difference_iii,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/44-sum-difference-III,CC-BY-4.0,sum_difference_A_plus_B_vs_A_minus_B_exponent,1,additive_combinatorics;exact_integer
ae_p45_sum_product_fp,optimize,research,combinatorics,AlphaEvolve-Repository-of-Problems/45-sum-product-finite-field,Apache-2.0,finite_field_sum_product_sqrt_p,3,additive_combinatorics;exact_integer
ae_p52_erdos_squarefree,construct,research,number_theory,AlphaEvolve-Repository-of-Problems/52-erdos-squarefree,CC-BY-4.0,erdos_ab_plus_1_never_squarefree,50,exact_integer
ae_p54_touching_cylinders,construct,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/54-pairwise-touching-cylinders,CC-BY-4.0,mutually_touching_infinite_cylinders,2,float_tolerance;nonlinear_system
ae_p58_happy_ending,construct,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/58-erdos-szekeres-happy-ending,CC-BY-4.0,erdos_szekeres_no_convex_k_gon_2pow_k_minus_2,5,exact_integer;np_search
ae_p59_isosceles_free_grid,optimize,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/59-no-isosceles-grid,CC-BY-4.0,isosceles_free_grid_subset,2,exact_integer;np_search
ae_p60_no5_on_sphere,optimize,research,discrete_geometry,AlphaEvolve-Repository-of-Problems/60-no-5-on-a-sphere,CC-BY-4.0,no_five_cospherical_grid_subset,6,exact_integer;np_search
ae_p65_imo2025_p6_tiling,construct,competition,combinatorics,AlphaEvolve-Repository-of-Problems/65-imo-2025-p6,CC-BY-4.0,imo2025_p6_min_tiles,6,exact_integer
ea_circle_packing_26,optimize,research,discrete_geometry,EinsteinArena/circle-packing,MIT,circle_packing_square_sum_radii_n26,1,exact_check;float_objective
ea_circles_rectangle_21,optimize,research,discrete_geometry,EinsteinArena/circles-rectangle,MIT,circles_in_rectangle_perimeter4_sum_radii_n21,1,exact_check;float_objective
ea_difference_bases,optimize,research,number_theory,EinsteinArena/difference-bases,MIT,difference_basis_ratio,1,exact_check
ea_edges_vs_triangles,optimize,research,combinatorics,EinsteinArena/edges-vs-triangles,MIT,edges_vs_triangles_density_curve,1,float_objective
ea_erdos_min_overlap,optimize,research,analysis,EinsteinArena/erdos-min-overlap,MIT,erdos_minimum_overlap_upper,1,float_objective
ea_first_autocorrelation,optimize,research,analysis,EinsteinArena/first-autocorrelation-inequality,MIT,first_autocorrelation_inequality_upper,1,float_objective
ea_flat_polynomials_70,optimize,research,analysis,EinsteinArena/flat-polynomials,MIT,flat_littlewood_polynomial_n70,1,float_objective
ea_hadamard_det_51,optimize,research,combinatorics,EinsteinArena/hadamard-det-51,MIT,hadamard_maxdet_n51,1,ea_under_review;exact_check
ea_heilbronn_triangle_11,optimize,research,discrete_geometry,EinsteinArena/heilbronn-triangles,MIT,heilbronn_triangle_n11,1,exact_check;float_objective
ea_kakeya_needle_128,optimize,research,geometry,EinsteinArena/kakeya-needle-128,MIT,kakeya_needle_triangles_n128,1,ea_under_review;exact_check
ea_kissing_number,optimize,research,discrete_geometry,"EinsteinArena/kissing-number-d11,-d11-605,-d12",MIT,kissing_number_overlap_loss,3,best_known_uncertain;exact_check
ea_min_distance_ratio_16,optimize,research,discrete_geometry,EinsteinArena/min-distance-ratio-2d,MIT,max_min_distance_ratio_2d_n16,1,float_objective
ea_no_three_in_line_75,optimize,research,discrete_geometry,EinsteinArena/no-three-in-line-75,MIT,no_three_in_line_n75,1,ea_under_review;exact_check
ea_prime_number_theorem,optimize,research,number_theory,EinsteinArena/prime-number-theorem,MIT,pnt_chebyshev_certificate,1,float_objective;range_limited_certificate
ea_ring_loading_15,optimize,research,combinatorics,EinsteinArena/ring-loading-15,MIT,ring_loading_m15,1,ea_under_review;exact_check
ea_second_autocorrelation,optimize,research,analysis,EinsteinArena/second-autocorrelation-inequality,MIT,second_autocorrelation_inequality_lower,1,float_objective
ea_shannon_c7_5,optimize,research,graph_theory,EinsteinArena/shannon-capacity-c7-5,MIT,independent_set_c7_strong_power5,1,ea_under_review;exact_check
ea_sidon_45_set,optimize,research,number_theory,EinsteinArena/sidon-45-set,MIT,sidon_subsets_of_45_sets,1,ea_under_review;exact_check
ea_snake_in_the_box_13,optimize,research,graph_theory,EinsteinArena/snake-in-the-box-13,MIT,snake_in_the_box_d13,1,ea_under_review;exact_check
ea_sorting_network_16,optimize,research,combinatorics,EinsteinArena/sorting-network-16,MIT,sorting_network_size_n16,1,ea_under_review;exact_check
ea_spencer_discrepancy,optimize,research,combinatorics,EinsteinArena/spencer-discrepancy,MIT,spencer_discrepancy_square_n_le20,1,ea_under_review;exact_check
ea_tammes,optimize,research,discrete_geometry,EinsteinArena/tammes-problem,MIT,tammes_n50,1,float_objective
ea_third_autocorrelation,optimize,research,analysis,EinsteinArena/third-autocorrelation-inequality,MIT,third_autocorrelation_inequality_upper,1,float_objective
ea_thomson_282,optimize,research,discrete_geometry,EinsteinArena/thomson-problem,MIT,thomson_problem_n282,1,float_objective
ea_two_deletion_code_16,optimize,research,coding_theory,EinsteinArena/two-deletion-code-16,MIT,two_deletion_code_n16,1,ea_under_review;exact_check
ea_uncertainty_principle,optimize,research,analysis,EinsteinArena/uncertainty-principle,MIT,plus1_uncertainty_principle_upper,1,high_precision
finch_3ap_diffs_40,optimize,research,combinatorics,Finch-EFT/skydiscover/erdos_1097_3ap_diffs_n40,Apache-2.0,erdos1097_3ap_differences_n40_m400,1,best_known_uncertain;exact_check;np_search
finch_4subset_3dist_16,optimize,research,discrete_geometry,Finch-EFT/skydiscover/erdos_659_4subset_3dist_construction,Apache-2.0,erdos659_4sets_3dist_n16,1,best_known_uncertain;exact_check;np_search
finch_flat_poly_32,optimize,research,analysis,Finch-EFT/skydiscover/erdos_flat_polynomials_n32,Apache-2.0,flat_littlewood_polynomial_n32,1,best_known_uncertain;float_objective;np_search
finch_heilbronn_disk_12,optimize,research,discrete_geometry,Finch-EFT/skydiscover/erdos_507_heilbronn_disk_n12,Apache-2.0,heilbronn_disk_n12,1,best_known_uncertain;exact_check;float_objective
finch_isosceles_free_grid_8,optimize,competition,discrete_geometry,Finch-EFT/skydiscover/erdos_isosceles_free_grid,Apache-2.0,isosceles_free_grid_subset,1,exact_check;exact_optimum_known;np_search
finch_lcm_chain_10000,optimize,competition,number_theory,Finch-EFT/skydiscover/erdos_440_lcm_density,Apache-2.0,erdos440_lcm_consecutive_x10000,1,exact_check;exact_optimum_known
finch_newman_200,optimize,research,number_theory,Finch-EFT/skydiscover/erdos_480_newman_density,Apache-2.0,erdos480_newman_finite_n200,1,best_known_uncertain;float_objective
finch_no4_concyclic_12,optimize,research,discrete_geometry,Finch-EFT/skydiscover/erdos_654_no_four_concyclic_distances,Apache-2.0,erdos654_no4_concyclic_n12,1,best_known_uncertain;exact_check;np_search
finch_sidon_pair_100,optimize,research,number_theory,Finch-EFT/skydiscover/erdos_43_sidon_pair,Apache-2.0,erdos43_sidon_pair_n100,1,best_known_uncertain;exact_check;np_search
finch_sidon_set_121,optimize,competition,number_theory,Finch-EFT/skydiscover/erdos_difference_bases_N121,Apache-2.0,max_sidon_set_0_120,1,exact_check;exact_optimum_known
finch_square_packing_12,optimize,research,discrete_geometry,Finch-EFT/skydiscover/erdos_106_square_packing,Apache-2.0,erdos106_squares_in_square_n12,1,exact_check
finch_udg_girth_30,optimize,research,graph_theory,Finch-EFT/skydiscover/erdos_705_unit_distance_high_girth,Apache-2.0,erdos705_udg_chi4_girth_n30,1,best_known_uncertain;exact_check
fs_admissible_set,optimize,research,combinatorics,FunSearch/admissible_set,Apache-2.0,admissible_set_constant_weight,2,integer_objective
fs_cap_set,optimize,research,combinatorics,FunSearch/cap_set,Apache-2.0,cap_set_f3n,6,integer_objective
fs_cycle_independent_set,optimize,research,graph_theory,FunSearch/cyclic_graphs,Apache-2.0,independent_set_strong_power_odd_cycle,7,integer_objective
mc_all_interval,construct,competition,combinatorics,MathConstraint/all_interval,CC-BY-4.0,all_interval_series,40,agentic_trivial
mc_antimagic_square,construct,competition,combinatorics,MathConstraint/antimagic_square,CC-BY-4.0,antimagic_square,6,np_search
mc_bibd,construct,competition,combinatorics,MathConstraint/bibd,CC-BY-4.0,bibd,28,np_search
mc_costas_array,construct,competition,combinatorics,MathConstraint/costas_array,CC-BY-4.0,costas_array,23,np_search
mc_debruijn,construct,competition,combinatorics,MathConstraint/debruijn,CC-BY-4.0,de_bruijn_sequence,22,agentic_trivial
mc_golomb,construct,competition,combinatorics,MathConstraint/golomb,CC-BY-4.0,golomb_ruler,18,np_search
mc_graceful_graph,construct,competition,graph_theory,MathConstraint/graceful_graph,CC-BY-4.0,graceful_labeling,17,np_search
mc_graph_k_coloring,construct,competition,graph_theory,MathConstraint/graph_k_coloring,CC-BY-4.0,graph_k_coloring,48,np_search
mc_hadamard,construct,competition,combinatorics,MathConstraint/hadamard,CC-BY-4.0,legendre_pair,30,np_search
mc_langford,construct,competition,combinatorics,MathConstraint/langford,CC-BY-4.0,langford_pairing,27,agentic_trivial;np_search
mc_low_autocorrelation,construct,competition,combinatorics,MathConstraint/low_autocorrelation,CC-BY-4.0,low_autocorrelation_binary_sequence,31,np_search
mc_magic_sequence,construct,competition,combinatorics,MathConstraint/magic_sequence,CC-BY-4.0,magic_sequence,30,agentic_trivial
mc_max_clique,construct,competition,graph_theory,MathConstraint/max_clique,CC-BY-4.0,graph_clique,55,np_search
mc_max_independent_set,construct,competition,graph_theory,MathConstraint/max_independent_set,CC-BY-4.0,graph_independent_set,60,np_search
mc_non_transitive_dice,construct,competition,probability,MathConstraint/non_transitive_dice,CC-BY-4.0,intransitive_dice,15,agentic_trivial;np_search
mc_number_partitioning,construct,competition,number_theory,MathConstraint/number_partitioning,CC-BY-4.0,equal_sum_partition_1_to_n,59,agentic_trivial
mc_ortholatin,construct,competition,combinatorics,MathConstraint/ortholatin,CC-BY-4.0,orthogonal_latin_squares,21,np_search
mc_pysms_chromatic_girth,construct,competition,graph_theory,MathConstraint/pysms_chromatic_girth,CC-BY-4.0,graph_existence_chromatic_girth,25,np_search
mc_pysms_clique_coloring,construct,competition,graph_theory,MathConstraint/pysms_clique_coloring,CC-BY-4.0,graph_existence_clique_coloring,16,np_search
mc_pysms_degree_bounds,construct,competition,graph_theory,MathConstraint/pysms_degree_bounds,CC-BY-4.0,graph_existence_degree_bounds,11,agentic_trivial;np_search
mc_pysms_girth_degree,construct,competition,graph_theory,MathConstraint/pysms_girth_degree,CC-BY-4.0,graph_existence_girth_degree,18,np_search
mc_pysms_graph_builder,construct,competition,graph_theory,MathConstraint/pysms_graph_builder,CC-BY-4.0,graph_existence_graph_builder,8,np_search
mc_pysms_independent_connectivity,construct,competition,graph_theory,MathConstraint/pysms_independent_connectivity,CC-BY-4.0,graph_existence_independent_connectivity,15,np_search
mc_pysms_min_connectivity,construct,competition,graph_theory,MathConstraint/pysms_min_connectivity,CC-BY-4.0,graph_existence_min_connectivity,12,agentic_trivial;np_search
mc_pysms_min_degree,construct,competition,graph_theory,MathConstraint/pysms_min_degree,CC-BY-4.0,graph_existence_min_degree,12,agentic_trivial;np_search
mc_pysms_min_girth,construct,competition,graph_theory,MathConstraint/pysms_min_girth,CC-BY-4.0,graph_existence_min_girth,13,agentic_trivial;np_search
mc_pysms_mtf,construct,competition,graph_theory,MathConstraint/pysms_mtf,CC-BY-4.0,maximal_triangle_free_graph,12,agentic_trivial;np_search
mc_pysms_num_edges_bounds,construct,competition,graph_theory,MathConstraint/pysms_num_edges_bounds,CC-BY-4.0,graph_existence_num_edges_bounds,12,agentic_trivial;np_search
mc_quasigroup_idempotent,construct,competition,algebra,MathConstraint/quasigroup_idempotent,CC-BY-4.0,idempotent_qg3_quasigroup,12,np_search
mc_ramsey,construct,competition,combinatorics,MathConstraint/ramsey,CC-BY-4.0,ramsey_two_colouring,54,np_search
mc_social_golfers,construct,competition,combinatorics,MathConstraint/social_golfers,CC-BY-4.0,social_golfer,23,np_search
mc_van_der_waerden,construct,competition,combinatorics,MathConstraint/van_der_waerden,CC-BY-4.0,van_der_waerden_colouring,42,np_search
mc_vertex_cover,construct,competition,graph_theory,MathConstraint/vertex_cover,CC-BY-4.0,graph_vertex_cover,60,np_search
nppc_bandwidth,construct,competition,graph_theory,NPPC/bandwidth,MIT,graph_bandwidth,60,agentic_trivial;np_search
nppc_clique,construct,competition,graph_theory,NPPC/clique,MIT,graph_clique,60,agentic_trivial;np_search
nppc_dominating_set,construct,competition,graph_theory,NPPC/dominating_set,MIT,graph_dominating_set,60,agentic_trivial;np_search
nppc_independent_set,construct,competition,graph_theory,NPPC/independent_set,MIT,graph_independent_set,60,agentic_trivial;np_search
nppc_quad_diophantine,construct,competition,number_theory,NPPC/quad_diop_equ,MIT,quadratic_diophantine_ax2_by_c,60,agentic_trivial;np_search
nppc_quadratic_congruence,construct,competition,number_theory,NPPC/quadratic_congruence,MIT,quadratic_congruence_bounded,60,agentic_trivial;np_search
nppc_three_coloring,construct,competition,graph_theory,NPPC/graph_three_colorability,MIT,graph_3_coloring,60,agentic_trivial;np_search
nppc_vertex_cover,construct,competition,graph_theory,NPPC/vertex_cover,MIT,graph_vertex_cover,60,agentic_trivial;np_search
rg_graph_color,construct,competition,graph_theory,ReasoningGym/graph_color,Apache-2.0,graph_k_coloring,60,agentic_trivial;np_search
rg_intermediate_integration,construct,competition,analysis,ReasoningGym/intermediate_integration,Apache-2.0,symbolic_antiderivative,60,symbolic
rg_simple_integration,construct,competition,analysis,ReasoningGym/simple_integration,Apache-2.0,symbolic_antiderivative_polynomial,60,symbolic
rlve_antiderivative,construct,competition,analysis,RLVE-Gym/integral,MIT,symbolic_antiderivative,60,
rlve_bezout_identity,construct,competition,number_theory,RLVE-Gym/bezout_identity,MIT,bezout_coefficients,60,agentic_trivial
rlve_construct_hack_interval,construct,competition,number_theory,RLVE-Gym/construct_hack_interval,MIT,cf468c_hack_interval,60,
rlve_crt,construct,competition,number_theory,RLVE-Gym/crt,MIT,generalized_crt,60,agentic_trivial
rlve_distinct_subset_sum_permutation,construct,competition,combinatorics,RLVE-Gym/distinct_array_permutation,MIT,cf892d_gluttony,60,agentic_trivial
rlve_even_degree_partition,construct,competition,graph_theory,RLVE-Gym/even_degree_graph_partitioning,MIT,gallai_even_partition,60,agentic_trivial
rlve_graph_isomorphism,construct,competition,graph_theory,RLVE-Gym/graph_isomorphism,MIT,graph_isomorphism,60,agentic_trivial;np_search
rlve_grid_parity_construction,construct,competition,algebra,RLVE-Gym/grid_parity_construction,MIT,lights_out_gf2,60,agentic_trivial
rlve_imp_party,construct,competition,graph_theory,RLVE-Gym/imp_party,MIT,poi_party_clique_3n,60,agentic_trivial
rlve_integer_linear_system,construct,competition,algebra,RLVE-Gym/gaussian_elimination,MIT,integer_linear_system,60,agentic_trivial
rlve_largest_convex_polygon,construct,competition,discrete_geometry,RLVE-Gym/largest_convex_polygon,MIT,largest_convex_subset,60,agentic_trivial
rlve_largest_rectangle,construct,competition,discrete_geometry,RLVE-Gym/largest_rectangle_among_points,MIT,largest_rectangle_in_point_set,60,agentic_trivial
rlve_matrix_permutation_equivalence,construct,competition,combinatorics,RLVE-Gym/matrix_permutation_equivalence,MIT,binary_matrix_permutation_equivalence,60,agentic_trivial;np_search
rlve_max_achromatic_coloring,construct,competition,graph_theory,RLVE-Gym/maximum_achromatic_number,MIT,achromatic_number,60,agentic_trivial;np_search
rlve_maximum_clique,construct,competition,graph_theory,RLVE-Gym/maximum_clique,MIT,maximum_clique,60,agentic_trivial;np_search
rlve_min_chromatic_number,construct,competition,graph_theory,RLVE-Gym/minimum_chromatic_number,MIT,graph_k_coloring_chromatic,60,agentic_trivial;np_search
rlve_min_harmonious_coloring,construct,competition,graph_theory,RLVE-Gym/minimum_harmonious_chromatic_number,MIT,harmonious_chromatic_number,60,agentic_trivial;np_search
rlve_pairwise_sums_recovery,construct,competition,combinatorics,RLVE-Gym/squ_squarks,MIT,poi_squarks_pairwise_sums,60,agentic_trivial
rlve_pan_solar_panels,construct,competition,number_theory,RLVE-Gym/pan_solar_panels,MIT,poi_solar_panels_max_gcd,60,agentic_trivial
rlve_polynomial_global_minimum,construct,competition,analysis,RLVE-Gym/polynomial_minimum,MIT,polynomial_global_minimum,60,agentic_trivial
rlve_polynomial_integer_roots,construct,competition,algebra,RLVE-Gym/polynomial_factorization,MIT,integer_root_factorization,60,agentic_trivial;unique_answer
rlve_polynomial_interpolation,construct,competition,algebra,RLVE-Gym/polynomial_interpolation,MIT,lagrange_interpolation_integer,60,agentic_trivial;unique_answer
rlve_prefix_product_permutation,construct,competition,number_theory,RLVE-Gym/prefix_product_mod_distinct_permutation,MIT,cf487c_prefix_product_sequence,60,
rlve_prefix_sum_permutation,construct,competition,number_theory,RLVE-Gym/prefix_sum_mod_distinct_permutation,MIT,prefix_sum_mod_distinct_permutation,60,
rlve_prime_graph_coloring,construct,competition,graph_theory,RLVE-Gym/prime_graph_minimum_chromatic_number,MIT,prime_distance_graph_coloring,60,agentic_trivial
rlve_recursive_sequence_sum,construct,competition,number_theory,RLVE-Gym/recursive_sequence_sum_construction,MIT,linear_recurrence_subset_sum,60,agentic_trivial
rlve_round_robin_scores,construct,competition,combinatorics,RLVE-Gym/round_robin,MIT,tournament_score_realisation_3_1_0,60,agentic_trivial
rlve_shortest_path_count,construct,competition,combinatorics,RLVE-Gym/shortest_path_count_construction,MIT,cf388b_shortest_path_count,60,
rlve_smallest_enclosing_circle,construct,competition,geometry,RLVE-Gym/smallest_circle,MIT,minimum_enclosing_circle,60,agentic_trivial
rlve_subgraph_isomorphism,construct,competition,graph_theory,RLVE-Gym/subgraph_isomorphism,MIT,induced_subgraph_isomorphism,60,agentic_trivial;np_search