Enumerative problem (W)3W(Y)4 = 4 on Fl(2,4;6)

Experimental data Related Problems
Number of Real Solutions
  Necklaces     0     2     4  
  baaacccc     0     0     100000  
  baacaccc     0     0     100000  
  baaccacc     0     0     100000  
  baacccac     0     0     100000  
  baacccca     0     0     100000  
  bacaccca     0     0     100000  
  baccacca     0     0     100000  
  bacaaccc     0     52     99948  
  bacccaac     0     89     99911  
  bcaacacc     0     1466     98534  
  bcacaacc     0     1592     98408  
  bcaaaccc     0     1707     98293  
  bcaaccac     0     2262     97738  
  bacacacc     0     2748     97252  
  bcacacac     0     3992     96008  
  bacaccac     0     4323     95677  
  baccaacc     0     4839     95161  
  baccacac     0     4959     95041  
  bccaaacc     1     934     99065  
Projections
VarietyProblem#
Fl(2;6) (W)3W 2
Problems fibred over (W)3W(Y)4
VarietyProblem#
Fl(1,2,4;6) V(W)2W(Y)4 4
Fl(2,4,5;6) (W)3W(Y)4Z 4
Key
Condition Name Symbol Codimension
 1324   W   a   1 
 3512   W   b   5 
 1235   Y   c   1 
Point Selection
Total time of computation: 166 094.36 GHz-seconds or 1.92 GHz-days on Phoebe
1 900 000 Polynomial systems solved
The coefficients of a typical eliminant had 84 digits.
The typical eliminant had size 442 bytes.
This table automatically generated from the data in This File using This Maple Script
Created: Fri Jul 15 15:55:41 CDT 2005