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The dimension of set of admissible solutions in the kinematic synthesis is also discussed.
Moreover, the bifurcation analysis has been illustrated to recognize different classes of admissible solutions (Sect. 4).
Special types of these formulations are the so-called equilibrium-based formulations, producing statically admissible solutions.
A simple approach called Bottleneck Link Heuristic (BLH) is also proposed to obtain admissible solutions in a fast way.
We introduce some notation and proceed to the second order derivative estimates for admissible solutions u of (1.1)–(1.1).
Under this more general hypothesis we can then infer the existence of admissible solutions in Theorems 4.1 and 4.2.
Similar(18)
As before, is the admissible solution to (12) and (15).
and is the admissible solution to (12) and (15).
The admissible solution of the FD problem is obtained by solving linear matrix inequalities (LMIs).
It is uncertain whether the excluded q-difference equation has an admissible solution.
Let us single out an admissible solution from (3.22) and (3.23) using the entropy condition (3.17).
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