In Experiment 2, effects of varying the representational code of solutions were studied, using three conditions (multiple solutions with multiple representations; multiple solutions sharing one representation; uniform solution).
The existence and uniqueness of solutions and a representation of solution formulas are studied for the following initial value problem:, , ,,.
Then we introduce so-called left- and right-definite solutions and give a representation of solution of the corresponding nonhomogeneous problem in terms of these one-hand solutions.
Next, we use a new alternative representation of solution (6) to derive the following result.
Finally, we adopt another representation of solution (7) to derive another new result.
end{aligned}The proof is based on the explicit representation of solutions using fundamental solutions.
A representation of solution in(W_{2}^{(3,3)} ( Omega ) ) is given in Section 3.
First of all, the explicit representation of solution of the system is established based on the algebraic approach.
A particular data structure named a Quad Tree allows a better representation of solution space of binary continuous constraints C x1,x2), than classical continuous consistencies.
Using N max = 100 provides a good representation of solution space.
