Relative Controllability in Systems with Pure Delay

By D. Khusainov, G. V. Shuklin. 2005

108 citations recorded by the source corpus.

Subfields: Applied Mathematics, Artificial Intelligence, Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/a086b51674e23af480855678399c239fee202596

Citations in the corpus

• Relative controllability in fractional differential equations with pure delay (2018, unknown): “System (3) is called relatively controllable, if for an arbitrary initial vector function φ ∈ C1 τ , the terminal state of vector y1 ∈ Rn with x1 > 0, there exists a control u∗ ∈ Lp(J,Rn) such that { (D0+y)(x) = Ay(x − τ) + Bu ∗(x), x ∈ J, τ > 0, y(x) = φ(x),−τ ≤ x ⩽ 0, (6)”