We conclude that the problem needs to be reformulated in order to be stable by homogenization and we define the effective elastic and incremental stress corrector matrices for the incremental stress total strain matrix law.
However, to make this approach applicable simultaneously to several linear systems, the LQR problem needs to be reformulated for finding a common Lyapunov function for the set of considered linear systems.
For the successful numerical treatment, the above problem has to be reformulated to obtain its well-posed form u ″ ( t ) + a t u ′ ( t ) − a t 2 u ( t ) = f ( t, u ( t ), u ′ ( t ) ), u ( T ) = 0, u ′ ( T ) = − c.
The fluxomers approach allows the central optimization problem of MFA to be reformulated as a sequence of quadratic programs, which form the basis of the fluxomers iterative algorithm (FIA).
Also, by flipping the sign, the minimization problem can be reformulated to a maximization problem.
The sensor fault problem will be reformulated to an actuator fault one by introducing a state variable transformation, so that an augmented system is constructed.
(This is primarily an issue that emerged among two-factor theorists, so the language used below is acceptable to them, but the problem can be reformulated in terms that are friendly to prediction-error theorists).
This theorem remains true for the problem introduced in this paper, because the introduced problem (2.1) can be reformulated to the system of elliptic variational equation (2.4).
While these approaches permit the optimization of a vaccine for a specific population (i.e., a predefined HLA allotype distribution), the problem can also be reformulated to design a 'universal vaccine': a vaccine that provides maximum coverage on the whole world population (again, represented by its global allele frequencies) [ 2].
A point (xin X) such that (x=Tx) is called a fixed point of T. Many problems can be reformulated to the problem of finding a fixed point of a certain mapping.
