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The problem of the stability of Cassie wetting on inherently hydrophobic and hydrophilic surfaces is discussed.
This note presents solutions for the problem of the stability of twin tunnels excavation in soft ground.
We focus on the problem of the stability of congestion control for networks with large round-trip communication delays.
Recently, the work in [24] has studied the problem of the stability of sampled-data piecewise affine systems via the input delay approach.
The question concerning the stability of ordinary differential equations has been originally raised by the general problem of the stability of motion [1].
Current efforts on the problem of the stability of time-delay systems can be divided into two categories, namely delay-independent criteria and delay-dependent criteria.
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The problems of the stability of the solutions of differential equations via Lyapunov functions have been successfully investigated and various types of stability have been introduced.
The various problems of the stability of derivations and generalized derivations have been studied during the last few years (see, e.g., [9 18]).
The mathematical problem is the investigation of the stability of the state of balance φ = 0 depending on the size of the load stress F, which is true to the direction.
The stability problem concerning the stability of group homomorphisms of functional equations was originally introduced by Ulam [1] in 1940.
Furthermore, the problem of robust stability of the positive system (21) under the time-invariant multi-perturbations A ↪ A + ∑ i = 1 N D i P i E i, has been analyzed in [12] by techniques of μ-analysis.
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