The following sectors describe the results of probabilistic risk assessment, followed by economic and fiscal risk analysis in Cambodia.
For for all, the nonlinear function and are assumed to satisfy the following sector-bounded condition (2.5).
The nonlinear vector-valued function (f(x k)):mathbb{R}^{n}rightarrow mathbb{R}^{n}) with (f(0)=0) is seen as continuous and satisfies the following sector-bounded condition: biglVert fbigl(x k bigr bigrVert ^{2}leq lambdabigl| Gx k bigr| ^{2} (3) for all (kin[0,N]), where (lambda>0) is a known positive scalar and G is a known real matrix.
The vector-valued function (hat{g}_{i}(cdot)) is assumed to satisfy the following sector-bounded condition, namely for (forall x, yin mathbb{R}^{n}): bigl[hat{g}(x -hat{g}(y)-N_{1}(x -hat{g]^{T} y -N_{hat{g} y -N_{ {g}(y)-N_{2}(x-y)bigr]leq0, where (N_{1} x-y bigr) are known real constant matrices, and (tilde {N}=N_{1} x-y bigrs a symmetric positive definite matrix.
The firm invests in companies under the following sectors: chemicals, shipping, energy, technology, vehicles, and energy.
Employees in the following sectors have told the BBC they are not receiving some government payments: Health suppliers.
It operates in following sectors: Business and Industry, Education, Healthcare and Seniors, Sports and Leisure, Defense, Offshore and Remote.
The experts chose the following sectors for the scenario analysis: machine industry, transportation in V4, 3D printing.
In this situation, the nonlinear synthetic gene network suffers from the following parametric and functional perturbations (22) Suppose the functional perturbations are bounded by the following sectors, or equivalently, (23) Then we can obtain the following result: Suppose the synthetic gene network suffers from the parametric variations and functional perturbations as (22) and (23).
