Instance 80_02 using the slack based filtering
NODES
TIME
avg
min
avg
min
d_l_l_o_f 13425570.60 448.00 961.40 0.07
r_l_l_c_f 190.80 189.00 0.04 0.04
s_l_l_c_f 190.80 189.00 0.04 0.04
s_e_l_c_f 191.20 190.00 0.04 0.04
s_l_l_o_f 295.00 295.00 0.04 0.04
l_l_l_o_f 297.40 296.00 0.05 0.05
pq_s_l_c_f 187.60 187.00 0.03 0.03
l_l_l_c_f 190.80 189.00 0.05 0.04
pq_l_l_o_f 41871.00 41871.00 3.89 3.88
d_s_l_c_f 193.00 193.00 0.03 0.03
mo_s_l_c_f 177.00 177.00 0.03 0.03
s_s_l_c_f 191.20 190.00 0.03 0.03
r_e_l_c_f 191.20 190.00 0.04 0.04
d_l_l_c_f 184.20 182.00 0.04 0.03
d_e_l_c_f 192.00 190.00 0.03 0.03
r_l_l_o_f 298.40 297.00 0.05 0.05
l_s_l_c_f 191.20 190.00 0.04 0.04
r_s_l_c_f 191.20 190.00 0.04 0.04
pq_l_l_c_f 183.20 181.00 0.03 0.03
pq_e_l_c_f 187.60 187.00 0.03 0.03
l_e_l_c_f 191.20 190.00 0.04 0.04

Best configurations

['d_e_l_c_f', 'd_l_l_c_f', 'd_s_l_c_f', 'l_e_l_c_f', 'l_l_l_c_f', 'l_l_l_o_f', 'l_s_l_c_f', 'mo_s_l_c_f', 'pq_e_l_c_f', 'pq_l_l_c_f', 'pq_l_l_o_f', 'pq_s_l_c_f', 'r_e_l_c_f', 'r_l_l_c_f', 'r_l_l_o_f', 'r_s_l_c_f', 's_e_l_c_f', 's_l_l_c_f', 's_l_l_o_f', 's_s_l_c_f']

Description

Each table represents some statics related to given configuration. A configuration is denoted by A_B_C_D_E where :
  1. A is the selection criteria. We denote by
    • mo : Max option
    • pq : The capacity q\p
    • d : The residual demand
    • l : The load
    • s : The slack
    • r : The usage rate
  2. B is the aggregation function. We denote by
    • l : Lexicographic order
    • s : Sum of the elements
    • e : Euclidean norm
  3. C is the exploration criteria. We denote by
    • l : Lexicographic exploration
    • m : Middle towars sides
  4. D is the Branching parameter. We denote by
    • o : Option
    • c : Class
  5. E is the filtering model. We denote by
    • n : The default model using sum constraints
    • am : The model using the AtMostSeqCard Constraint
    • gs : The model using the Global Sequencing Constraint (GSC)
    • gsam : The model combining AtMostSeqCard+GSC
    • f : The model using the new filtering algorithm